2/5 (12+x) = 6- 1/4 (9-x) Must solve
\[\frac{ 2 }{ 5 }(12+x) = 6-\frac{ 1 }{ 4 }(9-x)\]
like this?
Yes thats right :) I must solve
u have to multiply the WHOLE equation with 5 and 4. so that, ur equation will not have any fraction number anymore. do u get my point? if u already done it. then, what is ur answer?
that's what I get :)
Perfect!!! I kept trying to work with the fractions and it seemed fruitless. Thank you so much!!! Appreciate all the help! @kl0723
yw :)
x = -7 Refer to the Mathematica attachment.
@robtobey Hello! How do you achieve the -7?
Multiply each side of the equation by 20, "4 times 5".\[\frac{20}{5} (2 (x+12))=20 \left(6-\frac{9-x}{4}\right) \]\[8 x+96=5 x+75 \]Can you complete the solution from here?
Some of the terms may not appear exactly as those written in the original problem statement, but they are still valid.
\[3 x=75-96 \]\[3 x=-21 \] x = -7
I am still so confused. How are you getting 75? @robtobey
Hold on. I will post a step y step solution.
Thank you so much! @robtobey
A detailed solution using Mathematica 9 Home Edition is attached. Sorry it took so long to put it together.
@robtobey I finally understand!!!! You are great!
You are welcome.
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