16.e^(2x+3)

int e^(2x + 3) dx .

The value of x , for which the matrix A = [ {:(e^(x-2) , e^(7+x) ),(e^(2 + x) , e^(2x + 3)):}] is singular, is

y=-x^x.e^(2(x+3)) find dy/dx

int_(0)^(1)e^(2x+3)dx

Integrate the functions (1).x/(9-4x^2) (2).e^(2x+3)

Integrate of following w.r.t.x. int e^(2x + 3) dx

Evaluate: int1/(sqrt(e^(5x))(e^(2x)+e^(-2x))^3)^(1/4)

Evaluate: int1/((sqrt(e^(5x))((e^(2x)+e^(-2x))^3)^(1/4))

int (e^(x))/((2e^(x) -3)^(2)) dx =

int e^(2x+3) dx