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Question-207712




Question Number 207712 by efronzo1 last updated on 24/May/24
Answered by Frix last updated on 24/May/24
For x=q and A= ((p),(0) ) the area is (q−p)(√p)  ((d[(q−p)(√p)])/dp)=0  ((q−3p)/(2(√p)))=0 ⇒ p=(q/3)  Max area =((2(√3)q^(3/2) )/9)  q=4 ⇒ answer is ((16(√3))/9)
Forx=qandA=(p0)theareais(qp)pd[(qp)p]dp=0q3p2p=0p=q3Maxarea=23q329q=4answeris1639

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