" (C) "e^(2x+3)

Choose the correct answer intx^2e^(x^3)dx equals(A) 1/3e^(x^3) +C (B) 1/3e^(x^2)+C (C) 1/2e^(x^3)+C (D) 1/2e^(x^2)+C

log((dy)/(dx))=2x+3 A) y=log(2x+3)+c B) 2y=e^(2x+3)+c C) sqrty=log(2x+3)+c D) 2e^(y)+3=logy+c

int x^2 . e^(x^3) dx = (a) e^(x^3) + C (b) e^(x^2) + C (c) 1/3 e^(x^3) + C (d) 1/3 e^(x^2) + C

y = c_(1)e^(3x) +c_(2)e^(2x)

Choose the correct answer intx^2e^x^3dx equals (A) 1/3e^x^3+C (B) 1/3e^x^2+C (C) 1/2e^x^3+C (D) 1/2e^x^2+C

The solution of a differential equation is y= c_(1) e^(4x) + c_(2) e^(3x) , the differential equation is given by

If y=c_(1)e^(2x)+c_(2)e^(x)+c_(3)e^(-x) Satisfies the differential equation (d^(3)y)/(dx^(3))+a(d^(2)y)/(dx^(2))+b(dy)/(dx)+cy=0 , then value of (a^(3)+b^(3)+c^(3))/(abc)=

The solution of the differential equation (dy)/(dx) = (3e^(2x) + 3e^(4x) )/( e^(x) + e^(-x) ) is a) y= e^(3x) + C b) y=2e^(2x) + C c) y= e^(x) + C d) y= e^(4x) + C

int frac{e^(2x) + e^(-2x)}{e^x} dx =............. A) e^x - frac{1}{3 e^(3x)} + c B) e^x + frac{1}{3 e^(3x)} + c C) e^(-x) + frac{1}{3 e^(3x)} + c D) e^(-x) - frac{1}{3 e^(3x)} + c

int x^2 e^(3x) dx=............ A) (1/3) x^2 e^(3x) - (2/9) x e^(3x) + (2/27) e^(3x) + c B) -(1/3) x^2 e^(3x) - (2/9) x e^(3x) + (2/27) e^(3x) + c C) (1/3) x^2 e^(3x) + (2/9) x e^(3x) - (2/27) e^(3x) + c D) (1/3) x^2 e^(3x) - (2/9) x e^(3x) - (2/27) e^(3x) + c