SOLUTION: I would appreciate it if a tutor could verify my answer to the below question.
Solve for x: sqrt(5-x) +3=sqrt(3x+4)
My answer:
sqrt(3x+4)^2=[(sqrt(5-x)+3]^2
3x+4=(
Algebra.Com
Question 6843: I would appreciate it if a tutor could verify my answer to the below question.
Solve for x: sqrt(5-x) +3=sqrt(3x+4)
My answer:
sqrt(3x+4)^2=[(sqrt(5-x)+3]^2
3x+4=(5-x)+(6)sqrt(5-x)+9
3x+4=14-x+(6)sqrt(5-x)
4x-10=(6)sqrt(5-x)
(4x-10)^2=[(6)sqrt(5-x)]^2
16x^2-80x+100=36(5-x)
16x^2-80x+100=180-36x
16x^2-44x-80=0
(16x+20)(x-4)
16x+20=0 or x-4=0
16x/16=20/16 or x=4
x=-5/4 or x=4
****x=-5/4 is an extraneous solution****
In advance, thank you for your assistance!
Answer by longjonsilver(2297) (Show Source): You can put this solution on YOUR website!
you are correct, but the -5/4 value is a valid answer..if you know Complex numbers. If not, then you can indeed ignore this answer.
Well done.
Jon.
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