SOLUTION: sqrtA / sqrtA + 2sqrtB. (Products and Quotients of Radicals) sqrtA*sqrtA - 2sqrtB / sqrtA + 2sqrtY*sqrtA - 2sqrtB (sqrtA)(sqrtA - 2sqrtB) / (sqrtA + 2sqrtB)(sqrtA - 2sqrtB

Algebra ->  Square-cubic-other-roots -> SOLUTION: sqrtA / sqrtA + 2sqrtB. (Products and Quotients of Radicals) sqrtA*sqrtA - 2sqrtB / sqrtA + 2sqrtY*sqrtA - 2sqrtB (sqrtA)(sqrtA - 2sqrtB) / (sqrtA + 2sqrtB)(sqrtA - 2sqrtB      Log On


   



Question 801201: sqrtA / sqrtA + 2sqrtB. (Products and Quotients of Radicals)
sqrtA*sqrtA - 2sqrtB / sqrtA + 2sqrtY*sqrtA - 2sqrtB
(sqrtA)(sqrtA - 2sqrtB) / (sqrtA + 2sqrtB)(sqrtA - 2sqrtB).
Can I get help finishing this problem please?
Thank you for your time!!

Answer by KMST(5347) About Me  (Show Source):
You can put this solution on YOUR website!
I think you have been asked to rationalize the expression sqrt%28A%29+%2F+%28sqrt%28A%29+%2B+2sqrt%28B%29%29(which should have been written as sqrt(A) / (sqrt(A) + 2sqrt(B)) ,
or at least sqrtA / (sqrtA + 2sqrtB) .
The parentheses around the denominator determine the meaning of the expression).

sqrt%28A%29+%2F+%28sqrt%28A%29+%2B+2sqrt%28B%29%29++ = = %28A+-+2sqrt%28A%29sqrt%28B%29%29%2F+%28A++-+%282sqrt%28B%29%29%5E2%29+++ = %28A+-+2sqrt%28A%29sqrt%28B%29%29%2F+%28A++-+4B%5E2%29+++

Your last expression could be written as
(sqrtA)(sqrtA - 2sqrtB) / ((sqrtA + 2sqrtB)(sqrtA - 2sqrtB)) =
but the line in between does not make sense.