SOLUTION: 1) Add, simplify by collecting like radical terms. Assuming that all expression under radical are non-neg. #'s. √5a+5√20a^3
2) Divide then simplify by taking roots.
Algebra ->
Polynomials-and-rational-expressions
-> SOLUTION: 1) Add, simplify by collecting like radical terms. Assuming that all expression under radical are non-neg. #'s. √5a+5√20a^3
2) Divide then simplify by taking roots.
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Question 330608: 1) Add, simplify by collecting like radical terms. Assuming that all expression under radical are non-neg. #'s. √5a+5√20a^3
2) Divide then simplify by taking roots. √9xy^3/√3x
3)Simplify by factoring. √12a^2b
4) Use rational exponents to write cube 2 root√6*cube(third)root√5
5) Add, simplify by collecting like terms. 7√24+5√48
6) Find the following a cube (third) root√y^3
7) Write an equivalent expression using radical notation 625^3/4
8)Find the following. Assume that x can represent any real #. Use absolute value notation when necessary. √16x^2
9) Simplify by taking roots of the numerator & denominator. √81/y^2
10) Multiply (2√5-4√3)(4√5+8√3)
11) Multiply (√2)(-2√2+8)
12) Multiply and simplify by factoring. √45a^11b*√27a^12b^10
13) Rewrite with rational exponents (√5mn)^5
14) Use the laws of exponents to simplify. (2^3/10)^2/5 Answer by solver91311(24713) (Show Source):
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Since you didn't bother to read (or comprehend or pay attention to) the rules when you posted this, here they are again.
ONE question per post.
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SHOW the work you have done so far.
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John
My calculator said it, I believe it, that settles it
