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The value of the product 6^((1)/(2))xx6^...

The value of the product `6^((1)/(2))xx6^((1)/(4))xx6^((1)/(8))xx6^((1)/(16))xx....` up to infinite terms is

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The value of the infinite product 6(1)/(2)xx6^((2)/(4))xx6^((3)/(8))xx6(4)/(16)xx...

The value of the product 6^(1/2)xx6^(1/4)xx^(1/8)xx6^(1/16) . . . . .oo is

The value of the product 6(1)/(2)6(1)/(4)6(1)/(8)6(1)/(16)............ up to infinite terms

(16a^(4))^((1)/(2))xx(8a^(6))^((2)/(3))

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1/2)xx6^(1/4)xx6^(1/8)...oo=6

(3)/(7)xx(1)/(6)-(1)/(4^(2))+(1)/(6)xx(5)/(14)