x^1/2 * y^1/6 *z^1/5. We are to use rational exponents to write an expression.

The sqrt of x - the sqrt of y, over the sqrt of x + the sqrt of y. I need to simplify and use radicals as needed. I obviously do but what...?? Please assist.

Thank you.

1 answer

I'm not quite sure I understand the second question, but I'll take a guess. You want to simplify

{sqrt(x) - sqrt(y)} / {sqrt(x) + sqrt(y)}.

Multiply the top and bottom of this expression by {sqrt(x) - sqrt(y)}. The numerator will then be {x - 2.sqrt(xy) + y}, and the denominator will be (x - y). You've now only got square roots in the numerator. Is that what you need?
Similar Questions
  1. Algebra 2BUnit 2 Sample Work Radical Functions and Rational Exponents Simplify the following quotient. sqrt 8m^5n^6 /
    1. answers icon 4 answers
  2. what is a simpler form of the radical expression?4sqrt1296 x^16 y^12 how can you write the expression with rationalized
    1. answers icon 16 answers
  3. am I right?1. Simplify radical expression sqrt 50 5 sqrt ^2*** 2 sqrt ^5 5 sqrt ^10 5 2. Simplify the radical expression sqrt
    1. answers icon 13 answers
    1. answers icon 1 answer
more similar questions