write the coefficient of
-ab+2a2b2+5
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Step-by-step explanation:
Find the minimum value (integer) of a2+b2+5−ab−2a−2b.
I believe the answer is 1, I got this from trial-and-error.
=a2+b2−ab−2(a+b)+5=(a+b)2−2(a+b)−3ab+5
=(a+b)(a+b−2)−3ab+5.
Doesnt work.
=(a−b)2+ab+−2(a+b)+5.
Doesnt work either.
a2+b2+5−ab−2a−2b≥6−20a4b4−−−−−−−√6
But that will lead to the imaginary realm. (Is there a way using AM-GM?)
Is there an algebraic solution
Answered by
1
Step-by-step explanation:
The answer in this application ⤴️.
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