2a^(3)(3a+5b)

The value of {2-3(2-3)^(3)}^(3) is 5(b)125(c)(1)/(5)(d)-125

Find the product of following monomials 10a^(2)b^(2),3a^(3),5b^(3)

((3a)/(5)+(2b)/(3))((3a)/(5)-(2b)/(3))= ?

Simplify : a. (-2)^(3)xx(-3)^(3) b. 5^(2)xx10^(5)

Find the value of a+b, if the points (2,a,3),(3,-5,b) and (-1,11,9) are collinear.

Simplify the following expressions : 2/3 (3a+ 6b ) - 5a - 2/5 b

Factoris the expression. 2 a ^(3) - 3a ^(2) b + 5 ab ^(2) - ab

Simplify and write in exponential form : a. [(2^(3))^(3)xx4^(5)]-:5^(5) b. (10xx4^(4)xx3^(3))/(6^(3)xx2^(5)xx15)