Question

Medal+Fan~

Answer 1

The first one is the equation you presented with so that one would not be `Addition Propert of Equality but your Given.`

Answer 2

Now to get from the first equation to the second one we need to see on how we get down to the second step....

\(\huge{3x-2=4}\) In order to find x we first need to get all like terms to one side....we see we have -2 and 4 on two different sides so we get those together....in order to do that we would need to add 2 to each side...

\(\huge{3x(-2+2)=4+2 \rightarrow 3x=6}\)

So the process we used was the `Addition Propert of Equality`.

Answer 3

We see that we now need to isolate x....

\(\huge{3x=6}\)

We see that `x is multiplied by 3` we would need to do the opposite in order to get x to itself...so we would `divide by 3`....

\(\huge{\frac{3x}{3}=\frac{6}{3} \rightarrow x = 2}\)

What we did is `divide` so we used the `Division Propert of Equality`.

Answer 4

Thank you!!

Answer 5

np :)