32a^(3)+(108b)/(4a^(3))

Factorize: 32a^(3)+108b^(3)

Factorise : 3a^(5) - 108a^(3)

(108a^(4)b^(3))^((1)/(3))

The value of 1+(1)/(4xx3)+(1)/(4xx3^(2))+(1)/(4xx3^(3)) is (121)/(108)(b)(3)/(2)(c)(31)/(2) (d) None of these

4x^(3)+108y^(3)

108 - 36 of (1)/(4) + (2)/(3) xx 3 (1)/(4) = ?

Simplify: x^(5)+10x^(4)a+40x^(3)a^(2)+80x^(2)a^(3)+80xa^(4)+32a^(5)

int_0^3 x(3-x)^(3/2) dx= (A) (108sqrt(3))/35 (B) -(108sqrt(3))/35 (C) (54sqrt(3))/35 (D) none of these