the minimum value of x⁴+4/x²
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Answer:
x2+4x+4x+4x2x2+4x+4x+4x2
=x2+2.x.2+4+(2x)2+2.2x.1+12−1−4=x2+2.x.2+4+(2x)2+2.2x.1+12−1−4
=(x+2)2+(2x+1)2−5
−2+2)2=0(−2+2)2=0
(2−2+1)2=0
(−2+2)2+(2−2+1)2−5(−2+2)2+(2−2+1)2−5
=−5=−5
So. our answer is −5
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