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and solve for what?

sorry

steps please.

I answered that.

i still dont understand it though

Do you know why you can equate two sides of an equation?

\[x=\frac{2}{5} (3+2 T) \]

i know about the order of operations thats not what I need to know.

i need all steps from beginning please!

Robtobey how did you get your solution?

there is no 10 in the equation...

*facepalm*

yes i know

if you solve it that way then.
\[x=(4(\frac{T}{5})-1)+2\]

WOW the T is throwing me off

if T=0
then
x=1.1999999999

or, if the value of T is not given, then, x=(4T+6)/5

Pat yours makes sense thanks!

you are welcome.

thanks for the medal.

no prob you wanna help me with one more?

sure.

\[A= (3m+2)/(m-1)\]

solve for m

m=(A(m-1)-2)/3

that is not right pat. since the other m is there also.

yeah, i had a mistake, i did not see it. thanks

m=(A+2)/(A-3)
what did you get?

can u show me the steps too please

m=(-2-A)/3-A

(3m+2)/(m-1)=A, then cross multiply, you will get
3m+2=Am-A
3m-Am=-2-A
m(3-A)=-2-A
m=(-2-A)/(3-A)

would't it be Am-3m=2-A???

or actually Am-3m-2+A

now why wouldnt you multiply the 5 into x-2

Well the final result should be OK. Give me a minute to work it out.

ok i get it up to the last part how do you get 2/5(2T+3)

what is mathematica??

I have to break off for about 10 minutes. Will be back then to answer any other questions.

Simplification is a nicety, but not required to present a valid problem solution.

You're still looking at this .-.