Question

Solve the following system of equations.

3x + 2y - 5 = 0
x = y + 10

ANSWER: {(
a0)}

Answer 1

Would you like my help on this one too?

Answer 2

yes plsss

Answer 3

Ok so this one is a little different. This time we have to solve the system of equations. Since the second equation is already in terms of x, let's substitute that into the top equation. Now, I am sure you are a pro in substituting now as of our last problem ;)

So I will give you the quick and simple version:
3(y+10)+2y-5=0

Now distribute and combine like terms:
3y+30+2y-5 = 0
5y+25 = 0
Now put 5y+25 = 0 into terms of y.

5y = -25
y = -5 (We need this)

Answer 4

Now that we know that y = -5 (keep this in mind, we will need this to complete the problem), substitute -5 into the second equation, x=y+10

x = y+10
x = (-5) + 10
x = 5

Now we know both the x and the y values.

x = 5
y = -5

Put this into coordinate form (x,y)

So the answer is (5,-5)

Answer 5

Hope this helped

Answer 6

thank u so muchh!!!

Answer 7

No problem