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log-x-1-1-log-3-x-40-3-find-x-

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Question Number 174292 by akolade last updated on 29/Jul/22
((log((√(x+1))+1))/(log^3 (√(x−40))))=3 find x
log(x+1+1)log3x−40=3findx
Answered by Rasheed.Sindhi last updated on 29/Jul/22
((log((√(x+1))+1))/(log^3 (√(x−40))))=3 log((√(x+1))+1)=3log^3 (√(x−40)) log((√(x+1))+1)=log(^3 (√(x−40)) )^3 (√(x+1))+1=x−40 (√(x+1))=x−41 x+1=(x−41)^2 x^2 −82x+1681=x+1 x^2 −83x+1680=0 x=48,35
log(x+1+1)log3x−40=3log(x+1+1)=3log3x−40log(x+1+1)=log(3x−40)3x+1+1=x−40x+1=x−41x+1=(x−41)2x2−82x+1681=x+1x2−83x+1680=0x=48,35

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