SOLUTION: Radical expression sqrt(x)/3sqrt(x)-sqrt(y) is equivalent to: 3x-sqrt(xy)/9x+y 3x-sqrt(xy)/3x+y 3x+sqrt(xy)/9x-y 3x+sqrt(xy)/3x-y x/3x-y
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-> SOLUTION: Radical expression sqrt(x)/3sqrt(x)-sqrt(y) is equivalent to: 3x-sqrt(xy)/9x+y 3x-sqrt(xy)/3x+y 3x+sqrt(xy)/9x-y 3x+sqrt(xy)/3x-y x/3x-y
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Algebra: Radicals -- complicated equations involving roots
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Question 233548
:
Radical expression sqrt(x)/3sqrt(x)-sqrt(y) is equivalent to:
3x-sqrt(xy)/9x+y
3x-sqrt(xy)/3x+y
3x+sqrt(xy)/9x-y
3x+sqrt(xy)/3x-y
x/3x-y
Found 2 solutions by
rapaljer, edjones
:
Answer by
rapaljer(4671)
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You have to multiply numerator and denominator by the conjugate of the denominator, which is
.
*
Dr. Robert J. Rapalje
Answer by
edjones(8007)
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You can
put this solution on YOUR website!
sqrt(x)/3sqrt(x)-sqrt(y)
We don't want radicals in the denominator.
.
=
.
Ed