SOLUTION: Rationalize the denominator
(Square root of U - sqrt of V) divided by (sqrt of U + sqrt of v)
Huhhhh...
solution:
(sqrt u-sqrt v)/(sqrt u+sqrt v)
multiply and divide by
Algebra ->
Polynomials-and-rational-expressions
-> SOLUTION: Rationalize the denominator
(Square root of U - sqrt of V) divided by (sqrt of U + sqrt of v)
Huhhhh...
solution:
(sqrt u-sqrt v)/(sqrt u+sqrt v)
multiply and divide by
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Question 156594: Rationalize the denominator
(Square root of U - sqrt of V) divided by (sqrt of U + sqrt of v)
Huhhhh...
solution:
(sqrt u-sqrt v)/(sqrt u+sqrt v)
multiply and divide by sqrt u-sqrt v
(sqrt u-sqrt v)(sqrt u-sqrt v)/(sqrt u+sqrt v)(sqrt u-sqrt v)
(sqrt u-sqrt v)^2/(sqrt u)^2-(sqrt v)^2
(sqrt u-sqrt v)^2/(u-v) Answer by atique.ah(27) (Show Source):
You can put this solution on YOUR website! Rationalize the denominator
(Square root of U - sqrt of V) divided by (sqrt of U + sqrt of v)
Huhhhh...
solution:
(sqrt u-sqrt v)/(sqrt u+sqrt v)
multiply and divide by sqrt u-sqrt v
(sqrt u-sqrt v)(sqrt u-sqrt v)/(sqrt u+sqrt v)(sqrt u-sqrt v)
(sqrt u-sqrt v)^2/(sqrt u)^2-(sqrt v)^2
(sqrt u-sqrt v)^2/(u-v)
(