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Question Number 191962 by ajfour last updated on 04/May/23

Answered by mr W last updated on 04/May/23

[(√((a+x)^2 −(a−x)^2 ))−(√((a+b)^2 −(a−b)^2 ))]^2 =(b+x)^2 −(2a−b−x)^2   [(√(ax))−(√(ab))]^2 =2a(x−a+b)  x+2(√(bx))−2a+b=0  ⇒(√x)=−(√b)+(√(2a))  ⇒x=((√(2a))−(√b))^2 =2a+b−2(√(2ab))

[(a+x)2(ax)2(a+b)2(ab)2]2=(b+x)2(2abx)2[axab]2=2a(xa+b)x+2bx2a+b=0x=b+2ax=(2ab)2=2a+b22ab

Commented by mr W last updated on 04/May/23

interesting!

interesting!

Commented by ajfour last updated on 05/May/23

(2(√(ax))−2(√(ab)))^2 =4a(x+b−a)  ((√x)−(√b))^2 =x+b−a  ⇒ a=2(√(bx))

(2ax2ab)2=4a(x+ba)(xb)2=x+baa=2bx

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