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(8^((1)/(3))times16^((1)/(3)))/(32^(-1/3...

(8^((1)/(3))times16^((1)/(3)))/(32^(-1/3))

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((1)/(4))^(3)times((16)/(5))^(3)

Simplify: (8^(1/3)xx16^(1/3))/(32^(-1/3))

simplify (i) (1^(3)+2^(3)+3^(3))^(1/2) (ii) (3/5)^(4)(8/5)^(-12)(32/5)^(6) ,(iii) (1/27)^(-2/3) (vi) [((625)^(-1/2)))^(-1/4)]^(2) ,(v) (9^(1/3)xx27^(-1/2))/(3^(1/6)xx3^(-2/3)) (vi) 64^(-1/3)[64^(1/3)-64^(2/3)] (8^(1/3)xx16^(1/3))/(32^(-1/3)

simplify (i) (1^(3)+2^(3)+3^(3))^(1/2) (ii) (3/5)^(4)(8/5)^(-12)(32/5)^(6) ,(iii) (1/27)^(-2/3) (vi) [((625)^(-1/2)))^(-1/4)]^(2) ,(v) (9^(1/3)xx27^(-1/2))/(3^(1/6)xx3^(-2/3)) (vi) 64^(-1/3)[64^(1/3)-64^(2/3)] (8^(1/3)xx16^(1/3))/(32^(-1/3)

Show that 2^((1)/(4))xx4^((1)/(8))xx8^((1)/(16))xx16^((1)/(32))xx.... oo=2.

Simplify : (((2)/(3)xx (-(5)/(4)))+((-(10)/(3)) xx (5)/(2))-(((-16)/(3))xx(-(55)/(32))))/((3)/(2)xx((-(9)/(14))xx(-(1)/(7))))

Prove that 3^((1)/(2)) xx 3^((1)/(4)) xx 3^((1)/(8)) …..= 3

Prove that: 2^((1)/(4)).4^((1)/(8)),8^((1)/(16))*16^((1)/(32)).........oo=2

(1)/(16)+(3)/(8)+(1)/(2)