Question # 1

y=1/1-x dy/dx if then

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1

-1

1/(1-x)²

graph x =y²is symmetric about

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x axis

y axis

origin

d/dx[cosec x]

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1/1+cos²x

-cos x/1-cos²x

1/1-cos²x

if xy=4 then dy/dx =?

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0

-1/x²

-4/x²

If f(x)=e^-xat x=0 be the taylor series ,then which of the following is also true?

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Arithmetic Series

Maclaurin Series

Geometric Series

Harmonic Series

π is a _____ number

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rational

irrational

natural

integer

According to the power rule of differentiation,if f(x)=xⁿwhere n is a real number then d/dx[xⁿ]=

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x^n-1

nx^n-1

nxⁿ⁺¹

If there is some function F such that d/dx[F(x)]=f(x) then antiderivatives of f(x) are F(x)+C .What does C represent?

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Polynomial

Constant

Dependent variable

Independent variable

The tan(x) is discontinuous at the point where

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Cos(x)=0

Sin(x)=0

Tan(x)=0

log_bac=_____

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log_ba +log_bc

log_ba - log_bc

log_ba /log_bc

log_ba *log_bc

The graph of the equation y=x²-4x+5 will represent

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Parabola

Single line

Two straight line

Ellipse

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