| Question | Subject | Category |
| A chip consists of around____________ transistors. | General Studies | General Science |
| The value of a, for f(x)= xsinx,-š«<x<š« | Mathematics | Mathematics |
| The function f(x) is said to be periodic with period 'T', If | Mathematics | Mathematics |
| The value of 1-1/3+1/5-1/7+------is | Mathematics | Mathematics |
| The value of a, for half range forier odd expansion of
f(x)=x^2 o<x<2 | Mathematics | Mathematics |
| The period of the function sin 2š«nx/k
| Mathematics | Mathematics |
| The periodic function defined by f(x)=x in 0<x<2x where
f (x+2š«)=f(x) is
| Mathematics | Mathematics |
| F(x)=x, -š«/2<X<š«/2
=0 š«/2<X<3š«/2
| Mathematics | Mathematics |
| If f(x) = x, -š«/2<x<š«/2
= o, š«/2<x3š«/2
| Mathematics | Mathematics |
| F(x)= x+|x|, xĻµ (-š«,š«) Value of An is
| Mathematics | Mathematics |
| I-f(x)=x^2 -š«<x<š«
ii-f(x)=x^2 xĻµ (0,2š«)
then which of following is true | Mathematics | Mathematics |
| F(x)=x, 0<x<2š«, the alue of bn is | Mathematics | Mathematics |
| F(x)=-x , 0<x<2š«, then the value of An is | Mathematics | Mathematics |
| F(x)=x, -š«<x<š«, is the value of then bn | Mathematics | Mathematics |
| The fourier series of a square wave function f(x) is defined as
f(x)=0, -1<x<0
=-1, 0<x<1 then value of An is
| Mathematics | Mathematics |
| If f(x)=x^@, 0<x<2š«, then its fourier expansion contain | Mathematics | Mathematics |
| F(x)=|x|, -š«<x<š«, then the second fourier coefficient of f(x) is | Mathematics | Mathematics |
| F(x)=|x|, -Ļ<x<Ļ, the first fourier coefficient | Mathematics | Mathematics |
| F(x)=2 -2<x<0
=x 0<x<2
Then the first term of fourier series is | Mathematics | Mathematics |
| If f(x)= 1+ 2Ļ/x -Ļ<x<0
= 1- 2Ļ/x 0<x<Ļ,then the function is
| Mathematics | Mathematics |
| The first term of a sine series is | Mathematics | Mathematics |
| The first term of a fourier series is | Mathematics | Mathematics |
| Integration of an even function is | Mathematics | Mathematics |
| The deriative of neither even nor odd function is | Mathematics | Mathematics |
| Derivative of an odd function is | Mathematics | Mathematics |
| The derivative of even function is | Mathematics | Mathematics |
| If f(x) = sinax, -Ļ<x<Ļ, then its fourier expansion contains | Mathematics | Mathematics |
| IF f (x) =[ cos ], -Ļ<x<Ļ this function is | Mathematics | Mathematics |
| The fourier series f (x)= X cos x on (-š«,š«) is | Mathematics | Mathematics |
| Under the Guptas in eastern India, there was probably an intermediate level of administration between vishayas (districts) and villages. Identify it. | General Studies | History of India and Indian National Movement |
| The Vijayanagara king who employed skilled archers of the Turkish clan and raised the fighting capacity of his bowmen was | General Studies | History of India and Indian National Movement |
| Universities in the Presidency towns in India were established in | General Studies | History of India and Indian National Movement |
| The Upanishads are | General Studies | History of India and Indian National Movement |
| The twenty-third Jaina teacher, Parsva, the immediate predecessor of Mahavira enjoined on his disciples four great vows. To these Mahavira addes which of the followings as the fifth vow? | General Studies | History of India and Indian National Movement |
| The Uprising of 1857 was described as the first Indian war of Independence by | General Studies | History of India and Indian National Movement |
| The year 788 AD was a good one for Hinduism. Why? | General Studies | History of India and Indian National Movement |
| The Venetian traveler who travelled with his wife and reached Vijayanagar around 1420 was | General Studies | History of India and Indian National Movement |
| Under the Government of India, Provincial Legislatures consisted of two chambers, except in the case of | General Studies | History of India and Indian National Movement |
| The Kalinga was fought in | General Studies | History of India and Indian National Movement |
| The Turko-Afghan rule in India lasted for about | General Studies | History of India and Indian National Movement |
| D^2/ds^2 ( L f(t)-L(t^2 .f(t)) is | Mathematics | Mathematics |
| L^-1( s^3/2) | Mathematics | Mathematics |
| L( sin nt/t)= | Mathematics | Mathematics |
| L-1( s^-1/2)= | Mathematics | Mathematics |
| L (ult)= | Mathematics | Mathematics |
| L ( e^-2t/āt ) | Mathematics | Mathematics |
| L ( sin 3t) at s=1 is | Mathematics | Mathematics |
| L( sin 2t/t) | Mathematics | Mathematics |
| For variable 'p' L( t^n) nāz is | Mathematics | Mathematics |
| L^-1 .s/(s^2+1)^2= | Mathematics | Mathematics |