" e) "4(2-x)=8

State which of the following are equations (with a variable). Give reason for your answer. Identify the vaeiable from the equations with a variable. (e) 5×4-8=2x

Show : 4^(x)-8xlog_(e)2 is minimum at x=1

Check whether the following equations are consistent or inconsistent. Solve them graphically. (e) (4)/(3) x + 2y = 8 2x + 3y = 12

int (2e ^ (5x) + e ^ (4x) -4e ^ (3x) + 4e ^ (2x) + 2e ^ (x)) / (e ((2x) +4) (e ^ (2x) - 1) ^ (2)) dx

The maximum value of x^4e^ (-x^2) is (A) e^2 (B) e^(-2) (C) 12 e^(-2) (D) 4e^(-2)

The maximum value of x^4e^ (-x^2) is (A) e^2 (B) e^(-2) (C) 12 e^(-2) (D) 4e^(-2)

The maximum value of x^4e^ (-x^2) is (A) e^2 (B) e^(-2) (C) 12 e^(-2) (D) 4e^(-2)