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Question Number 190339 by mr W last updated on 01/Apr/23

solve for x ∈R  (√(x−1))+(√(3x−5))+(√(4x−7))=4x−5

solveforxRx1+3x5+4x7=4x5

Answered by ajfour last updated on 01/Apr/23

(√(x−1))+(√(3x−5))+(√(4x−7))    =(1/2)(x−1+3x−5+4x−7)+(3/2)  ⇒  (p−1)^2 +(q−1)^2 +(r−1)^2 =0   p=(√(x−1))=q=(√(3x−5))=r=(√(4x−7))=1  ⇒ x=2 , 3x=6, 4x=8

x1+3x5+4x7=12(x1+3x5+4x7)+32(p1)2+(q1)2+(r1)2=0p=x1=q=3x5=r=4x7=1x=2,3x=6,4x=8

Commented by mehdee42 last updated on 01/Apr/23

very nice

verynice

Commented by mr W last updated on 02/Apr/23

Commented by ajfour last updated on 10/Apr/23

https://youtu.be/0I8a9urBLB8

Commented by ajfour last updated on 10/Apr/23

my latest youtube video explaining  how long it takes to empty a water  filled tank, through a hole at its  bottom.

mylatestyoutubevideoexplaininghowlongittakestoemptyawaterfilledtank,throughaholeatitsbottom.

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