" b) "2^(55)times2^(60)-2^(97)times2^(18)

Evaluate each of the following: (i)\ 2^(55)xx\ 2^(60)-\ 2^(97)xx\ 2^(18) (ii)\ (2/3)^2xx\ (2/5)^(-3\ )xx\ (3/5)^2

Simplify: (i) 2^(55)xx2^(60)-2^(97)xx2^(18) (ii) 2^3xxa^3xx5a^4 , (iii) (3^n+3^(n+1))/(3^(n+1)-3^n), Where n is a natural numbers.

Evaluate each of the following: 2^(55)x2^(60)-2^(97)x2^(18)((2)/(3))^(2)x((2)/(5))^(-3)x((3)/(5))^(2)

Simplify: 2^(55)xx2^(60)-2^(97)xx2^(18) (ii) 2^3xxa^3xx5a^4 , (3n+3^(n+1))/(3^(n+1)-3^n), Where n is a natural numbers.

(a^(3)times b^(2)times a^(2)times b)^(3)

((4)/(9))^(-2)times((1)/(4))^(-2)times(1)/(3^(-2))times((17)/(18))^(0)

" 9) "simplify: [(2^(a))/(2^(b))]^(a+b)times((2^(b))/(2^(c)))^(b+c)times|(2^(c))/(2^(a))]^(c+a)

[8^(-2/3)times2^(1/2)times25^(-5/4)]÷[32^(-2/5)times125^(-5/6)] =sqrt2

3(1)/(2)+2(2)/(7)times(14)/(16)times2(1)/(2)-:2

If A=2^(7) times 3^(5) and B = 3^(5) times 2^(3) , then what is the value of A times B ?