" The product "2^((1)/(4))*4^((1)/(16))*8^((1)/(48))*16^((1)/(128))........." to "oo" is equal to "

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

The value of 2^(1)*2^((1)/(2))*4^((1)/(4))*8^((1)/(8))......... utpo oo is equal to (i) 16(ii)8(iii)4(iv)2

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

x^(1//2).x^(1//4).x^(1//16) .. . ." to "oo is equal to

The value of 2^((1)/(4)).4^((1)/(8)).8^((1)/(16)),,,,,,oo is equal to.

Find 1-(1)/(2)+(1)/(4)-(1)/(8)+(1)/(16)-(1)/(32)+......oo

Find 1+(1)/(2)+(1)/(4)+(1)/(8)+(1)/(16)+(1)/(32)+......oo

Find 1-(1)/(2)+(1)/(4)-(1)/(8)+(1)/(16)-(1)/(32)+......oo

2.4^((-1)/(4))*8^((1)/(9))*16^((-1)/(16))*32^((1)/(25))*64^((-1)/(36))*……….oo=