Question

The value of 4√(64)^(-2)) is​

Answer 1

Answer:

Answer:

Answer:1/√8

Answer:1/√8Step-by-step explanation:

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4)

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2))

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8)

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)64 = 2^6

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)64 = 2^6∴ 1/64^(1/4) = 1/2^(6/4)

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)64 = 2^6∴ 1/64^(1/4) = 1/2^(6/4) = 1/2^(3/2)

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)64 = 2^6∴ 1/64^(1/4) = 1/2^(6/4) = 1/2^(3/2) = 1/√8

Answer:1/√8Step-by-step explanation:4th root of √64^-2 = (√64)^-(2/4) = 64^(-2/(4 x 2)) = 64^(-2/8) = 1/64^(1/4)64 = 2^6∴ 1/64^(1/4) = 1/2^(6/4) = 1/2^(3/2) = 1/√8Hope this helps! :)