SOLUTION: if a^2+b^2=4
and b is not 1 nor 2 or rational number with it is not also true for 2^1/2 then proof that (a^1/2)/b^3+3a^4=ab^1/4*1/2^1/2
Algebra ->
Sequences-and-series
-> SOLUTION: if a^2+b^2=4
and b is not 1 nor 2 or rational number with it is not also true for 2^1/2 then proof that (a^1/2)/b^3+3a^4=ab^1/4*1/2^1/2
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Question 1077752: if a^2+b^2=4
and b is not 1 nor 2 or rational number with it is not also true for 2^1/2 then proof that (a^1/2)/b^3+3a^4=ab^1/4*1/2^1/2 Answer by ikleyn(52787) (Show Source):
Regarding your problem, I have a question related to this part of the condition:
". . . with it is not also true for 2^1/2 . . . "
What exactly "is not also true for 2^1/2" ??
Think before you will answer my question.
