Question

Prove that:
√x^p-q*√x^q-r*√x^r-p=1

Answer 1

Step-by-step explanation:

√x^p-q*√x^q-r*√x^r-p=1

proof

we know that, a^p × a^q = a^ (p+q)

so, ....

root x ^ (p-q+q-r+r-p) = 1

ins subtracting

(p-q+q-r+r-p) , we will get 1

as lhs = rhs

√x^p-q*√x^q-r*√x^r-p=1

THUS PROVED------

hope you understood it........

Answer 2

Answer:

√x^p-q*√x^q-r√x^r-p=1

Step-by-step explanation:

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