" i) If "e^(2x+3)

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

Evaluate: (i) int e^(2x-3)dx (ii) int a^(3x+2)dx

The solution of e^(2x-3y)dx+e^(2y-3x)dy=0 is

The coefficient of x^(2) in the expansion of e^(2x+3) is

The coefficient of x^(n) in the expansion of e^(2x+3) is

Find the coefficient of x^(2) in the expansion of e^(2x+3) as a series in powers of x.

Find the coefficient of x^(2) in the expansion of e^(2x+3) as a series in powers of x.

Find the coefficient of x^(2) in the expansion of e^(2x+3) as a series in powers of x.