[" of "f(y)=4+3y-y^(2)+sin^(3)" .findting "],[[" (1) "*P(0)]]

If f(y)=3y^3+2y^2+1 then find the value of f(3)

If f (x,y) =e ^(2x+3y) find 3f_(x) (0,0) - 2f_(y) (0,0):

2x + 3y = sin y

If f(2x + 3y, 2x-3y)=4xy , then find the value of f(x,y)

If y ^(2) =3 cos ^(2)x+ 2 sin ^(2)x, then the value of y ^(4) +y^(3) (d^(2)y)/(dx ^(2)) is

If y ^(2) =3 cos ^(2)x+ 2 sin ^(2)x, then the value of y ^(4) +y^(3) (d^(2)y)/(dx ^(2)) is

Consider the system of equations x cos ^(3) y + 3 x cosy sin^(2) y = 14 t o (1) and x sin^(3) y + 3 x cos^(2) y sin y = 13 to (2) The value of sin^(2) y + 2 cos^(2) y is

If x and y are acute angles such that cos x+ cosy=(3)/(2) and sinx + sin y=(3)/4 " then " sin(x+y)=

cos x + cos y = (1) / (3), sin x + sin y = (1) / (4) rArr sin (x + y)

If y={:((4,-2),(3,0)):}andf(y)=y^(2)-y-6 , find f(y).