Get This! PLEASE HELP :(

You've posted:


. . . . .\(\displaystyle \large{\frac{x}{2x}\,+\,7\,-\,x\,+\,\frac{1}{x}\,+\,3\,=\,1}\)


...but I think you mean:


. . . . .\(\displaystyle \large{\frac{x}{2x\,+\,7}\,-\,\frac{x\,+\,1}{x\,+\,3}\,=\,1}\)


Are the instructions to "solve"? If so, and if I've interpreted your meaning correctly, then one way to get started would be to multiply through by the common denominator of (2x + 7)(x + 3).

Eliz.
 
That is the correct way to write the problem (as you did)

The problem says to solve.

I have tried numerous times to solve but keep getting different answers...
 
HeLp 911 said:
That is the correct way to write the problem (as you did)
The problem says to solve.
I have tried numerous times to solve but keep getting different answers...
Try again, using stapel's common denominator;

you should end up with ?x^2 + ?x + 28 = 0

then solve that; you'll get 2 answers; one will be -4
 
Re: Iam still having trouble

HeLp 911 said:
Iam still having trouble
Please reply showing the steps you have done.

Thank you.

Eliz.
 
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