For any positive real number x, write the value of \(\{(x^a)^b\}^\fra

1.	For any positive real number x, write the value of \(\{(x^a)^b\}^\frac{1}{ab}\{(x^b)^c\}^\frac{1}{bc}\{(x^c)^a\}^\frac{1}{ca}\)
Answer» (x)^ab × 1/^ab . (x)^bc . 1/bc . x^ca . 1/ca = x . x . x = x³

For any positive real number x, write the value of \(\{(x^a)^b\}^\frac{1}{ab}\{(x^b)^c\}^\frac{1}{bc}\{(x^c)^a\}^\frac{1}{ca}\)

Answer»

(x)^ab × 1/^ab . (x)^bc . 1/bc . x^ca . 1/ca

= x . x . x

= x³