VITEEE 2009 Previous Papers 2009 | VITEEE 2009 MOdel Papers or VITEEE previous papers

SOLUTION & ANSWER FOR VITEEE

1.     In nature, the electric charge of any system is always–
 
        Ans:    Quantisation of charge
                    Choice (D)
 
2.     The energy stored in the capacitor as shown in   Fig. (a) is 4.5 ´ 10- 6 J. If the battery is replaced     by –
 
        Ans:   
                    = 4.5 ´ 10- 6 J
                   
                   Choice (B)
 
3.     Equal amounts of a metal are converted into        cylindrical wires of different lengths (L) and cross-sectional –
 
        Ans:    R =
                   Choice (C)
 
4.     If the force exerted by an electric dipole on a         charge q at a distance of 1 m is F, the force–
 
        Ans:   
                   
                    Choice (D)
 
5.     A solid sphere of radius R 1 and volume charge   density r = is enclosed by a hollow sphere of        radius R2 with negative surface charge density–
 
        Ans:    Q in =
                    =
                    = 4p R22s
                    Choice (C)
 
6.     A solid spherical conductor of radius R has a      spherical cavity of radius a9a < R) at its centre. A        charge +Q is kept at the center.–
 

Q
-Q
+Q
        Ans:
       
 
 
                Choice (B)
7.     A cylindrical capacitor has charge Q and length L. If both –
 
        Ans:    U 1 =
                    U 2 =
        Choice (B)
 
8.     Three resistances of 4 W each are connected as shown in figure. If the point D divides the resistance –
 

2
4
2
4
        Ans:   
 
 
 
 
 
 
        Choice (C)
 
9.     The resistance of a metal increases with increasing –
 
        Ans:    Vibration of lattice ions increases with                                  
                    temperature
        Choice (B)
 
10.  In the absence of applied potential, the electric current flowing through-
 
        Ans:    Thermal velocity of electrons is in random                           
                    directions
        Choice (C)
 
11.  A meter bridge is used to determine the resistance of an unknown wire by measuring the balance point length l. If the wire is replaced by –
 
        Ans:   
 
12.  Identify the INCORRECT statement regarding –
 
        Ans:    Supercurrent always flows on the surface                            
                    of the superconductor
        Choice (B)
 
13.  A sample of HCl gas is placed in an electric field of 3 ´ 104 NC- 1. The dipole moment of each HCl molecule is –
 
        Ans:    t = pE
        Choice (C)
 
 
 
 
14.  When a metallic plate swings between the  –
 
        Ans:    Lenz’s law
        Choice (C)
 
15.  When an electrical appliance is switched on, it responds almost-
 
        Ans:    Electromagnetic waves travel with the                                   
                    speed of light
                    Choice (B)
 
16.  Two identical incandescent light bulbs are connected as shown in the figure. When the circuit is an AC voltage source–
 
        Ans:    At resonance XL = XC
                    Choice (B)
 
17.  A transformer rated at 10 kW is used to connect a 5 kV transmission line to a 240 V circuit. The ratio –
 
        Ans:    n =
                    Choice (B)
 
18.  Three solenoid coils of same dimension, same number of turns and same number of layers of winding are taken. Coil 1 with inductance L1 was wound using a Mn wire of resistance 11 W / m; –
 
        Ans:    Alternate winding in opposite direction                                  
                    total flux = 0
                    Choice (C)
 
19.  Light travels with a speed of 2 ´ 108 m/s in crown glass of refractive index 1.5. What is the speed of light –
 
        Ans:    n 1v1 = n2v2
                    Choice (B)
 
20.  A parallel beam of fast moving electrons is incident normally on a narrow slit. A screen is placed at a large distance from the slit.–
 
        Ans:    sinq =
                    Choice (C)
 
21.  Two beams of light will not give rise to an –
 
        Ans:    Since the polarization vectors are                                           
                    perpendicular their vector sum ¹ 0
                    Choice (C)
 
22.  A slit of width `a’ is illuminated with a monochromatic light of wavelength l from a distant source and the diffraction pattern –
 
        Ans:    sinq =
                    Choice (B)
 
23.  A thin film of soap solution (n = 1.4) lies on the top of a glass plate (n = 1.5). When visible light is incident almost normal to the plate, two adjacent reflection –
 
        Ans:    n 1l 1 = n2l 2
                    2n 1 = 3n2
                    Þ n1 = 3
                    d = = 450
                    Choice (B)
 
24.  If the speed of a wave doubles as it passes from shallow water into deeper water, –
 
        Ans:    c = fl
                    Choice (C)
 
25.  A light whose frequency is equal to 6 ´ 1014 Hz is incident on a metal whose work function is
2 eV –
 
        Ans:    hu = f + K.E
                    Choice (C)
 
26.  An electron microscope is used to probe the atomic arrangements to a resolution of . What should be the electric potential –
 
        Ans:   
                    Choice (D)
 
27.  Which phenomenon best supports the theory that matter –
 
        Ans:    Electrons behave also as waves of l =
                    Choice (B)
 
28.  The radioactivity of a certain material drops to of the initial value in 2 hours. The half –
 
        Ans:    Activity changes from A0 to A0/16 implies 4                             half-lives.
                    Choice (C)
 
29.  An observer `A’ sees an asteroid with a radioactive element moving by at a speed = 0.3 c and measures the radioactivity decay time to be TA. Another observer `B’ –
 
        Ans:    Moving clocks are slower TB < TA
                    Choice (A)
 
30.  234U has 92 protons and 234 nucleons total in its nucleus. It decays by emitting an alpha –
 
        Ans:    234U92 à 230Th90 + a
                    Choice (C)
 
31.  Ka and Kb x-rays are emitted when there is a transition of electron –
 
        Ans:    K series end in n = 1
                    Choice (A)
 
32.  A certain radioactive material ZXA starts emitting a and b particles successively such that the end product –
 
        Ans:    ZXA à Z- 3YA- 8 + 2a + 1b
                    Choice (B)
 
33.  In the circuit shown above, an input of 1 V is fed into the inverting input of an ideal Op-amp A. The output signal –
 
        Ans:    = - 10 (negative feedback)
                    Choice (B)
 
34.  When a solid with a band gap has a donor level just below its empty energy band, -
 
        Ans:    Knowledge based
                    Choice (D)
 
35.  A p – n junction has acceptor impurity concentration of 1017 cm- 3 in the P side and donor impurity concentration of 1016 cm- 3 in the N side. What is the contact potential at the –
 
        Ans:    V contact =
                    Choice (A)
 
36.  A zener diode has a contact potential of 1 V in the absence of biasing. It undergoes zener breakdown for an electric field of 106 V/m at the depletion region of p-n junction. If the width –
 
        Ans:    V = Ed
                    Choice (B)
 
 
37.  In Colpitt oscillator the feedback network –
 
        Ans:    a-c equivalent circuit.
                    Choice (B)
 
38.  The reverse saturation of p-n diode
 
        Ans:    Knowledge based
                    Choice (D)
 
39.  A radio station has two channels. One is AM at 1020 kHz and the other FM at 89.5 MHz. –
 
        Ans:    Knowledge based
                    Choice (A)
 
40.  The communication using optical fibers is –
 
        Ans:    Optic fibre uses T.I.R.
                    Choice (A)

PART – II [CHEMISTRY]
 
41.  The oxidation number of oxygen ¾
 
        Ans:   KO 3: + 1 + 3x = 0,              x =
                   Na 2O2: + 2 + 2x = 0,          x = - 1
                   Choice (D)
 
42.  Reaction of I Cl3 and PhMgBr ¾
 
        Ans:   Triphenyl phosphene
                   3C 6H5MgBr + PCl3 ® (C6H5)3P + 3MgClBr
                   Choice (C)
 
43.  ……. not a characteristic of transition elements?
 
        Ans:   Choice (D)
 
44.  Cl - P - Cl bond ¾
 
        Ans:   Arial bonds are 90° and Equatorial bonds are 120°.
                   Choice (A)
 
45.  --- magnetic moment ¾
        Ans:   No unpaired electron.
                   Choice (A)
 
46.  The number of Formula units of calcium fluoride CaF2 ¾
 
        Ans:   Number of moles =
                   Number of formula units =  ´ 6.023
                                                                                  ´ 1023
                                                                = 1.129 ´ 1024
                   Choice (A)
 
47.  The IUPAC name of the given ¾
 
        Ans:   Choice (C)
 
48.  When SCN‑ is added to an aqueous ¾
 
        Ans:   Fe 3+ + SCN‑ + H2O ® [Fe(H2O)5SCN]2+
                   Choice(B)
 
 
49.  Hair dyes contain
 
        Ans:   Choice (C)
 
50.  Schottky defects occurs ¾
 
        Ans:   Schottky defect occurs when the ions have almost the same size
                   Choice (B)
 
51.  The number of unpaired electron ¾
 
        Ans:   [Co(NH 3)6]3+ - Inner orbital complex
                                          - No unpaired electron
                   [CoF 6]3‑         - Outer orbital complex
                                          - 4 unpaired electrons
                   Choice (D)
 
52.  The standard free energy change of a reaction ¾
 
        Ans:   - D G° = 2.303 RT log Kp
                    log Kp
                   0.02016 ´ 103 = log Kp
                                             = log K p = 20.16
                   Choice (A)
 
53.  If an endothermic reaction occurs spontaneously at ¾
 
        Ans:   For an endothermic reaction D H is positive, the reaction occurs spontaneously when D S > 0
                   Choice (C)
 
54.  If a plot of log10 C versus t fives a straight line ¾
 
        Ans:   t =
                   t ´  = logC0 - logC
                   logC = logC0 - t ´
                   logC is t in a stline with slope
                   Choice (B)
 
55.  A spontaneous process is one in which ¾
 
        Ans:   For a spontaneous process D G is negative.
                   Choice (B)
 
 
56.  The half life period of a first order reaction ¾
 
        Ans:   t ½ = 100 sec.
                   For a first order reaction t ½ =
                   K =  =  = 6.93 ´ 10‑3 sec‑1
                   Choice (B)
 
57.  The molar conductivities of KCl, NaCl and KNO3 are ¾
 
        Ans:   =
                   = 128 + 111 - 152 = 87 S cm2 mol‑1
                   Choice (B)
 
58.  The electrochemical cell stops working ¾
 
        Ans:   When both the electrode potentials become equal cell reactions stops.
                   Choice (B)
 
59.  The amount of electricity required to produce ¾
 
        Ans:   1 mole of copper is 2 equivalents
                   Current required = 2 Faraday
                   Choice (C)
 
60.  Dipping iron article into a strongly alkaline ¾
 
        Ans:   Choice (C)
 
61.  Hydroboration oxidation of 4-methyl-octene ¾
 
        Ans:   Hydroboration – oxidation of alkenes give alcohols containing the same number of carbon atoms. Net reaction involves addition of H2O against Markownikoff’s rule.
                   Choice (A)
 
62.  When ethyl alcohol is heated
 
        Ans:   Ethanol undergoes dehydration when heated with conc.H2SO4 to form ethylene.
                   Choice (D)
 
63.  Anisole is the product obtained from ¾
 
        Ans:   Anisole is phenyl methyl ether.
                   Choice (B)
 
 
 
64.  Ethylene glycol gives oxalic acid ¾
 
        Ans:   Choice (C)
 
65.  Diamond is hard ¾
 
        Ans:   Choice (A)
 
66.  A Wittig reaction with an aldehyde ¾
 
        Ans:   Carbonyl compounds react with phosphorous yields to form alkenes. This is known as Witting reaction.
                   Choice (C)
 
67.  Cannizzaro reaction is ¾
 
        Ans:   HCHO does not contain a -hydrogen atom. So it undergoes Cannizzaro reaction.
                   Choice (A)
 
68.  ¾
 
        Ans:   C 6H6 + CO  C6H5 - CHO
        This is known as Gattermann-Koch aldehyde synthesis.
                   Choice (C)
 
69.  Maleic acid and Fumaric acids ¾
 
        Ans:   Maleic acid is the cis-isomer and fumaric acid is the trans-isomer.
                   Choice (B)
 
70.  The gas evolved on heating ¾
 
        Ans:   HCOONa + NaOH
                                                        H 2 + Na2CO3.
                   Choice (C)
 
 
 
 
71.  CH 3CH3 + HNO3 ¾
 
        Ans:   Choice (B)
 
72.  When acetamide is hydrolysed by ¾
 
        Ans:   Choice (A)
 
73.  Which will not go for diazotization?
 
        Ans:   Choice (B)
 
74.  Secondary nitroalkanes can be ¾
 
        Ans:  
                   Choice(A)
 
75.  ………. Stephen reduction to ¾
 
        Ans:   Alkyl cyanides on reduction with SnCl2 and HCl will give aldehyde.
                   Choice (A)
 
76.  The continuous phase contains ¾
 
        Ans:   Choice (C)
 
77.  The number of hydrogen atoms present in ¾
 
        Ans:   = 9.91 ´ 1023
                   Choice (B)
 
78.  Milk changes after digestion ¾
 
        Ans:   Choice (C)
 
79.  ……… essential amino acids?
 
        Ans:   Choice (B)
 
80.  ….. is a Ketohexose?
 
        Ans:   Choice (C)

PART – III [MATHEMATICS]

81.  The system of equations -
 
        Ans:  
                   = 1(1 - 3) - 2(1 - 2) = - 2 + 2 = 0
                   Choice (B)
 
82.  , then -
 
        Ans:   = I
                   A 4 = I
A3 = I A- 1
A2 = I A- 2

     =
A- 1 =
     =
A- 2 =  =

ab =
Þ a2b2 = 1
Þ ab = 1
Choice (D)
 
83.  If D = diag (d1, d2, …….., dn) where -
       
        Ans:   Choice (D)
 
84.  If x, y, z are different from zero and D = -
       
        Ans:   = 0
                    = 0
                  
                =
           Choice (D)
 
85.  Probability of getting positive integral roots of the equation, -
 
        Ans:   x = ±
                   n = 1, 4, 9, 16, 25, 36
                   Probability =
                   Choice (C)
 
86.  The number of real roots of equation -
 
Ans:   = 22 - x4
           x 4 + 20 = (22 - x4)2
                = 484 + x 8 - 44x4
           x 8 - 45x4 + 464 = 0
           x 4 =
                = =
                = 29, 16
           x 4 = 29 is not admissible
           Þ x4 = 16
Choice (B)
 
87.  Let a , b be the roots of the equation -
 
        Ans:   a 2- aa + b = 0
                   A n+1 - aAn + bAn- 1
                             = a n+1 + b n+1- a(a n + b n) + b(a n- 1 + b n- 1)
                   = a n- 1(a 2- aa + b) + b n- 1(b 2- ab + b)
                   = 0
                   Choice (C)
88.  If the sides of a right – angle triangle -
       

c
A
C
B
a
b
        Ans:   b, c, a ® AP
       
        a =
        sin B =
        Choice (A)
 
89.  The plane through the point -
       
        Ans:   x + 3y - z = 0
y + 2z = 0
Let the plane be
A(x + 1) + B(y + 1) + C(z + 1) = 0
Plane passes through the origin
A + B + C = 0
Choice (A)
 
90.  are one of the sides -


A
B
C
D


       
        Ans:       
 
 
 
 
 
 
                       
                                    =
                   Area =
                            =
                   Choice (D)
 
91.  If be three unit vectors such that -
 
        Ans :       =
                        =
                        =
                        cos q 2     =         Þ q 2 =
                   cos q 1 = 0           Þ q 1 =
                   Choice (C)
 
 
92.  The equation  -
 
        Ans:   Equation is
                   x 2 + y2 + z2 - 2xc1 - 2yc2 - 2zc3 + h = 0
                   Choice (D)
 
93.  The simplified expression of -
 

x
a
1

        Ans:
 
 
 
 
 
 
                   Let tan- 1 x be a Þ tan a = x
                   Then from the figure sin a =
                   Þ sin (tan- 1 x)  
                   = sin
                   Choice (B)
 
94.  If -
 
        Ans:  
Þ z lies on the line perpendicular to the real axis and divides the line segment between 1 and 25 in the ratio 1 : 5 Þ   z = (5, 0) Þ |z| = 5
                     Choice (C)
 
95.  Argument of the complex number -
 
Ans:  
                            
                                     = - (1 + i)
                   \ Arg
                   Choice (C)
 
96.  In a triangle ABC, the sides b and c are -
 
        Ans:   x 2 - 61x + 820 = 0
                   x 2 - 41x - 20x + 820 = 0
                   Þ x1,2 = 41, 20
                   A = tan- 1
                             Þ cosA =
                   \ By Cosine formula,
                   a 2 = b2 + c2 - 2bc cos A
                   a 2 = 412 + 202 - 2(41)(20)
                   = 2081 - 984 = 1097
                   Choice (C)
 
97.  The shortest distance between the straight lines through -
 
        Ans:           
                               
                   \ Shortest distance =
                   =
                   =
                   Choice (D)
 
98.  The center and radius of the sphere -
 
        Ans:   Centre is at
                   Choice (C)
 
99.  Let A and B are two fixed points in a plane then locus of another -
       
        Ans:   Ellipse
                   Choice (B)
 
100.        The directrix of the parabola -
 
        Ans:   y 2 = - 4x - 3
                        = - 4
                   Equation of the directrix is
                   x =
 
 
 
 
 
 
 
 
                   Choice (D)
 
 
101.        If g(x) is a polynomial satisfying g(x) -
 
        Ans:   g(x) . g(y) = g(x) + g(y) + g(xy) - 2 ¾ (1)
                   g(2) . g(y) = g(x) + g(y) + g(xy) - 2
5.g(y) = 5 + g(y) + g(xy) - 2
Þ 4g(y) = 3 + g(xy)
\ g(0) = 1
g(x) is given in a polynomial, and by the relation given g(x) cannot be linear.
Let g(x) = x2 + k
Since g(0) = 1 Þ g(x) = x2 + 1
Verifying (1) Þ
(x2 + 1) (y2 + 1)
             = x 2 + 1 + y2 + 1 + x2y2 + 1 - 2
(1) is satisfied by g(x) = x2 + 1
g(x) = g(3) (Q g(x) in a polynomial)
     = 10
                   Choice (B)
 
102.        The value of f(0) so that -
 
        Ans:  
                        =
                        = 2 0n2 - 1 = l n2 - 1
                        = f(0)
                   Choice (D)
 
103.           Let [   ]   denote the greatest integer -
 
        Ans :
 
                   f(x) is continuous at x = 0
                   Choice (B)
 
104.           A spherical balloon is expanding -
 
        Ans : Let r be the radius and V be the volume
                   \ = 2            r = 5
                   \ V = p r3
                  
                   = 4p (5)2 ´ (2)
                   = 200 p
                   Choice (C)
 
105.           The length of the parabola -
 

x
L’
0
y
L
Ans :
 
 
 
 
 
 
 
 
 
                   Length =
                         =
                         =
                         =
                          =
                         =
                        =
        =
                   = 2
                   -
        =
                   =
                   =
                    = 
                   =
                   Choice (A)
106.           If I = -
        Ans :  I =
                   Put 1 + x3 = t Þ x2 dx =
                   \ I =
                   =
                   =
                   =
                   Choice (D)
 
107.           Area enclosed by the curve -
 
        Ans :
                   Þ  = 1
                   \ Area of ellipse = p ab
                   = p ´
                   = 4
                   Choice (D)
 
108.The value of -
 
        Ans :
                   x = a sin2 q
                   dx = 2a sin q cos q dq
                   x = 0 ® q = 0
                   x = a ® q =
                  
                       =
                   = 2a ´
                   Choice (C)
 
109.           Let y be the number of people -
 
        Ans : 
                  
                   l n y = - kt + c
                   y = ce- kt,  c > 0
                                    k ³ 0
                                Choice (B)
 
110.        The differential equation of -
 
         Ans:  x cos q + y sin q = a ¾ (1)
                differentiating cos q + y’ sin q = 0 ¾ (2)
                Eliminating sin q and cos q from (1) and (2)
                cos q =
                sin q =
                sin 2 q + cos2 q = 1
                Þ
                Þ a2y’ + a2 = (xy’ - g)2
                Þ
                Choice (B)
 
111.           The differential equation
        admits -
 
        Ans:  
                   , |y| > 0 , 3 > 0
     Three positive quantities cannot add to give zero.
   \ No solution.
                   Choice (B)
 
112.           Solution of the differential equation xdy -
 
        Ans : ¾ (1)
                   which is homogeneous put y = vx
                   \
                   \ (1) Þ
                   \ x
                   \
                   Integrating
                  
                   log
                   log
                  
                   \ y +
                   Choice (B)
 
113.           Let P, Q, R and S be statements and suppose-
 
        Ans:   p ® G ® R R ® p and ~ S ® R
                   Þ (C) and (D) are not true also ~ S ® R .
                   \ (A) is not true
                   Choice (B)
 
114. In how many number of ways -
 
        Ans  :   Required number of ways =
                                     = 2100
                     Choice (D)
 
115.        If R be a relation defined -
 
        Ans :       Relation is symmetric and transitive
                        Choice (D)
 
116.        Let S be a finite set containing n elements.
Then -
 
        Ans:        For commutative binary operations, there are  pairs available. For each of there pairs the result of the Binary operation should be among the n elements of S.


elements
n
commutative ordered
 pairs
S  ´ S ® S
 
 
 
 
 
 
 
 
 
                \ Total number of required operations
                        =
                        =
                Choice (B)
 
117.           A manufacturer of cotter pins knows that-
 
Ans:   Probability of a cotter pin to be defective
 =
      Average number of defective cotter pins in a box of 100 is = 100 ´
                                   = 5
      We use Poisson distribution with parameter m = 5
      Choice (B)
       
118.           The probability that a certain kind -
 
        Ans : p = , q = , n = 4
                   P(X = x) =
                   \ p(X = 2) =
                         =
                   Choice (D)
  
119.           Mean and standard deviation -
 
        Ans : For best performance &  is less
                   Which true for  = 75, s = 5
                   Choice (B)
 
120.           A random variable X follows -
 
        Ans : For Binomial distribution
   0 < variance < mean
                   0 < b < a
                   Choice (B)

PART – IV [BIOLOGY]

121.  Photosynthetic protozoan –
 
          Ans :     Euglena is  a photosynthetic protozoan.
                        Choice   (D)
 
122.  Compound eyes –
 
          Ans :     Arthropods possess compound eyes.
                        Choice   (D) 
 
123.  Golden age –
 
          Ans :     Reptiles were evolved and flourished in Mesozoic era.
                        Choice   (D)
 
124.  Match the following –
 
          Ans :     Genera plantarum – Bentham and Hooker
                        Species plantarum – Linnaeus
Historia Generalis plantarum – John ray
                        Scala Naturae – Aristotle
                        Choice   (D)
 
125.  Wings of mosquito, bat and bird –
 
          Ans :     Wings in mosquito, bat and bird show convergent evolution.
                        Choice   (A)
 
126.  Not important for evolution –
 
          Ans :     Somatic variation never influence evolution.
                        Choice   (D)
 
127.  Pre-zygotic isolating –
 
          Ans:      Hybrid sterility is not a prezygotic isolation.
                        Choice   (D)
 
 
128.  Evolutionary process giving rise to new species –
 
          Ans :     Adaptive radiation means the evolutionary process giving rise to new species adapted to new habitats.
                        Choice   (A)
 
129.  The principle that gives –
 
          Ans :     Hardy-Weinberg’ principle explains evolutionary process.
                        Choice   (B)
 
130.  Polymorphic cell organelle –
 
          Ans :     Lysosome shows primary, secondary and residual forms, hence polymorphic.
                        Choice   (B)
 
131.  Primary oocyte on meiosis –
 
          Ans :     Each primary oocyte on meiosis produces one ovum.
                        Choice   (A)
 
132.  Network of protein cables –
 
          Ans :     Spindle fibres consist protein cables.
                Choice   (A)
 
133.  Micelle microfibril –
 
          Ans :     Micelle consist 100 cellulose molecules and microfibril shows 20 micelles.
                        Choice   (D)
 
134.  In human height –
 
          Ans :     Human height is determined by many genes, hence it is polygenic.
                        Choice   (C)
 
 
 
135.  Cell containing multiples of 2n genomes –
 
          Ans :     Multiples of 2n genomes result endopolyploidy.
                        Choice   (D)
 
136.  Substitutes one purine base with another purine –
 
          Ans :     Transition is a kind of mutation which shows the replacement of a purine by another purine.
                        Choice   (C)
 
137.  Chargaff’s rule –
 
          Ans :     The sum of purines is equal to the  sum pyramidines ie., (A)+(G) = (T)+(C).
                        Choice   (C)
 
138.  Lysogenic cycle –
 
          Ans :     Temperate phages show lysogenic cyclic.
                        Choice   (B)  
 
139.  Rennet –
 
          Ans :     Rennet is used in cheese making.
                        Choice   (C)
 
140.  Abundant immunoglobulin –
 
          Ans :     I gG is the most abundant immunoglobulin.
                        Choice   (A)
 
141.  Antiviral proteins –
 
          Ans :     Viral attack results the release of interferons.
                        Choice   (B)
142.  Syngenesious –
 
          Ans ;     Stamens of asteraceae are syngenasious, which shows anther lobes fusion and free filaments. 
                        Choice   (A)
 
143.  Types of gametes are –
 
          Ans ;     Two types of gametes result from TTRr.
                        Choice   (B)
 
144.  Cross between a pure tall pea –
 
          Ans :     In F2, the number of short plants formed are of 4.       
                        Choice   (C)
 
145.  Shaft of cilia contains –
 
          Ans :     Axoneme is the supporting structure of cilia shaft.
                        Choice   (C)
 
 
146.  Disease caused by –
 
          Ans :     Mercury poisoning causes minamata diseases.
                        Choice   (B)
 
147.  Starting point of –
 
          Ans ;     Ribulose biphosphate is CO2 acceptor, hence is the starting point of Calvin cycle.
                        Choice   (B)
 
148.  Valve between the left atrium –
 
          Ans :     Valve between the left atrium and the ventricle is the mitral valve.
                        Choice   (B)
 
149.  Collecting duct of the nephron –
 
          Ans :     Collecting duct of nephron mainly recover water.
                        Choice   (C)
 
150.  Multiple sclerosis –
 
          Ans :     Multiple sclerosis is an autoimmune disease.
                        Choice   (B)
 
151.  Urinary bladder can hold –
 
          Ans :     Urinary bladder can holds 500ml of urine, but urination desire comes when the urine is 150ml.
                        Choice   (A)
152.  Chemical knives –
 
          Ans ;     Chemical knife, Ligase is an endonuclease enzyme.
                        Choice   (A)
 
153.  Nucleotide arrangement –
 
          Ans :     X-ray Crystallography revealed the chemical constitution and arrangement of nucleotide in DNA.
                        Choice   (A)
 
154.  Common indicator organism –
 
          Ans :     Escherichia coli grows abundantly in polluted H2O.
                        Choice   (D)
 
155.  Concentration of ozone –
 
          Ans :     CFCs accumulation over north and south poles result less concentration of O3.
                        Choice   (A)
 
156.  Reservoir of the nutrient exist –
 
          Ans :     Phosphorus minerals exist as sedimentary.
                        Choice   (B)
157.  Important fiber yielding –
 
          Ans :     Jute fibre is obtained from Corchorus olitorius.
                        Choice   (D)
 
158.  Karyopsis –
 
          Ans :     Karyopsis is an one seeded dry indehiscent simple fruit.
                        Choice   (A)
 
159.  Viruses enter –
 
          Ans :     Wounds in the plant body facilitate the entry of viruses.
                        Choice   (B)
 
160.  Honey –
 
          Ans :     Honey is acidic because of the presence of large number of amino acids. Average pH of honey is
                        Choice   (A)

AP SSC 2010 Timetable |2010 SSC timetable|Timetable AP SSC 2010|AP SSC 2010 Exams Schedule

The Andhra Pradesh 2010 SSC TimeTable(Schedule of Examinations) is released.

Download The timetable here

AP SSC 2010 TIMETABLE DOWNLOAD

BITSAT 2010 Maths Syllabus | BITSAT 2010 Syllabus for maths,physics,chemistry

BITSAT Syllabus 2010 for Mathematics

The Birla Institute of Technology and Science (BITS) Pilani is a University established under Section 3 of the UGC Act. Admissions to all the Integrated First Degree programmes of BITS, Pilani, at Pilani campus, Goa campus, and Hyderabad Campus for the academic year 2010-11 will be made on the basis of a Computer based Online Test conducted by BITS, Pilani.

Algebra:

1. Complex numbers, addition, multiplication, conjugation, polar representation, properties of modulus and principal argument, triangle inequality, roots of complex numbers, geometric interpretations.
2. Theory of Quadratic equations, quadratic equations in real and complex number system and their solutions, relation between roots and coefficients, nature of roots, equations reducible to quadratic equations.
3. Logarithms and their properties.
4. Arithmetic, geometric and harmonic progressions, arithmetic, geometric and harmonic means, arithmetico-geometric series, sums of finite arithmetic and geometric progressions, infinite geometric series, sums of squares and cubes of the first n natural numbers.
5. Exponential series.
6. 4. Permutations and combinations, Permutations as an arrangement and combination as selection, simple applications.
   5. Binomial theorem for a positive integral index, properties of binomial coefficients.
   6. Matrices and determinants of order two or three, properties and evaluation of determinants, addition and multiplication of matrices, adjoint and inverse of matrices, Solutions of simultaneous linear equations in two or three variables.
   7. Sets, Relations and Functions, algebra of sets applications, equivalence relations, mappings, one-one, into and onto mappings, composition of mappings.
   8. Mathematical Induction
   9. Linear Inequalities, solution of linear inequalities in one and two variables.
   2. Trigonometry
   
   1. Trigonometric ratios, functions and identities.
   2. Solution of trigonometric equations.
   3. Properties of triangles and solutions of triangles
   4. Inverse trigonometric functions
   5. Heights and distances
   3. Two-dimensional Coordinate Geometry
   
   1. Cartesian coordinates, distance between two points, section formulae, shift of origin.
   2. Straight lines and pair of straight lines: Equation of straight lines in various forms, angle between two lines, distance of a point from a line, lines through the point of intersection of two given lines, equation of the bisector of the angle between two lines, concurrent lines.
   3. Circles and family of circles : Equation of circle in various form, equation of tangent, normal & chords, parametric equations of a circle , intersection of a circle with a straight line or a circle, equation of circle through point of intersection of two circles, conditions for two intersecting circles to be orthogonal.
   4. Conic sections : parabola, ellipse and hyperbola their eccentricity, directrices & foci, parametric forms, equations of tangent & normal, conditions for y=mx+c to be a tangent and point of tangency.
   4. Three dimensional Coordinate Geometry
   
   1. Direction cosines and direction ratios, equation of a straight line in space and skew lines.
   2. Angle between two lines whose direction ratios are given
   3. Equation of a plane, distance of a point from a plane, condition for coplanarity of three lines.
   5. Differential calculus
   
   1. Domain and range of a real valued function, Limits and Continuity of the sum, difference, product and quotient of two functions, Differentiability.
   2. Derivative of different types of functions (polynomial, rational, trigonometric, inverse trigonometric, exponential, logarithmic, implicit functions), derivative of the sum, difference, product and quotient of two functions, chain rule.
   3. Geometric interpretation of derivative, Tangents and Normals.
   4. Increasing and decreasing functions, Maxima and minima of a function.
   5. Rolle's Theorem, Mean Value Theorem and Intermediate Value Theorem.
   6. Integral calculus
   
   1. Integration as the inverse process of differentiation, indefinite integrals of standard functions.
   2. Methods of integration: Integration by substitution, Integration by parts, integration by partial fractions, and integration by trigonometric identities.
   3. Definite integrals and their properties, Fundamental Theorem of Integral Calculus and its applications.
   4. Application of definite integrals to the determination of areas of regions bounded by simple curves.
   7. Ordinary Differential Equations
   
   1. Variables separable method.
   2. Solution of homogeneous differential equations.
   3. Linear first order differential equations
   8. Probability
   
   1. Addition and multiplication rules of probability.
   2. Conditional probability
   3. Independent events
   4. Discrete random variables and distributions
   9. Vectors
   
   1. Addition of vectors, scalar multiplication.
   2. Dot and cross products of two vectors.
   3. Scalar triple products and their geometrical interpretations.
   10. Statistics
   
   1. Measures of dispersion
   2. Measures of skewness and Central Tendency
   11.Linear Programming
   
   1. Formulation of linear Programming
   2. Solution of linear Programming, using graphical method.

AP SSC 2010 Timetable |2010 SSC timetable|Timetable AP SSC 2010|AP SSC 2010 Exams Schedule

The Andhra Pradesh 2010 SSC TimeTable(Schedule of Examinations) is released.

Download The timetable here

AP SSC 2010 TIMETABLE DOWNLOAD

JNTU Kakinada III B.Tech I Semester Regular(R07), Nov' 2009

JNTU Kakinada III B.Tech I Semester Regular(R07), Nov' 2009

JNTU Kakinada III B.Tech I Semester Regular(R07), Nov' 2009 results has been declared.

check the results now!!

All the Best!!!

JNTU Kakinada III B.Tech I Semester Regular(R05) Supplementary, Nov' 2009

JNTU Kakinada III B.Tech I Semester Regular(R05) Supplementary, Nov' 2009

JNTU Kakinada III B.Tech I Semester Regular(R05) Supplementary, Nov' 2009 Results has been declared.Candidates can check the results from the official website of JNTU Kakinada University.Check the website for more updates on the results from other Universities

Admission Notification of Sardar Patel University 3 Year Degree courses (MD/MS,2 Year M.Sc. (Medical) Courses

Admission Notification of Sardar Patel University 3 Year Degree courses (MD/MS,2 Year M.Sc. (Medical) Courses

3 Year Degree courses (MD/MS): General Medicine, General Surgery, Anaesthesiology, Radio-diagnosis, Community Medicine, Obst. & Gynecology,Pediatrics, ENT, Orthopedics, Ophthalmology, Dermatology Venereology & Leprosy, TB & Respiratory Diseases, Pathology,Microbiology, Pharmacology and *Biochemistry ( *subject to MCI clearance).

2 Year Diploma Courses: Anaesthesiology, Radio-diagnosis, Public Health, Industrial Hygiene, Obst. & Gynecology, Pediatrics, ENT, Orthopedics,Ophthalmology, Pathology, Dermatology Venereology & Leprosy, TB & Respiratory Diseases, Microbiology.

Last date of submission of Forms: 
January 25, 2010

Date of Entrance Test :
January 29, 2010 (11.am to 1.p.m)

Note :