Function And Its Values

Let f(x)=det[[x,1,1sin2 pi x,2x^(2),1x^(3),3x^(4),1]]. If f(x) be an odd function and its odd values is equal g(x) then find the value of lambda. If f(1)g(1)=-4 lambda

Let f(x) =|(x,1,1), (sin2pix, 2x^2,1), (x^3,3x^4,1)|. If f(x) be an odd function and its odd values is equal g(x), then find the value of lambda. If f(1) g(1) = -4 lambda.

Permutation based number OF function || Value OF function || Functional equation

Maximum and minimum value of function in its domain

Assertion : Sine and cosine function are perioic function Reason: sinusoidal function repear its value after a definite interval of time

A random varible x has the following probability function: the value of k and its mean

psi^2 ,( psi) the wave function resperesents the probability of finding electron . Its value depends :

Write down the interval for the principal-value branch of each of the following functions and draw its graph: sin^(-1)x

Write down the interval for the principal-value branch of each of the following functions and draw its graph: cos^(-1)x