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gizmo_the_mogwai [7]
3 years ago
10

How do I Factor 5x+15+xy+3y

Mathematics
2 answers:
EastWind [94]3 years ago
8 0
I saw right away that 5 is common to the left 2 terms and that y is common to the right 2 terms.  Thus, 5(x+3)+y(x+3)   =   (x+3)(5+y)
Valentin [98]3 years ago
7 0

you split the problem into two separate problems and go from there.

so, (5x+15) and (xy+3y)  then you take out the common factor in both

so, positive 5 out of (5x+15) and positive y out of (xy+3y)

you'll then have 5(x+3) and y(x+3)

The x=3 is similar in both problems so you can combine them to make one and combine the two factors you took out to make another problem.

So your final answer is (x+3)(5+y)


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Answer: x=5 y=-6

(5,-6)

Step-by-step explanation:

Solve by elimination

\begin{bmatrix}x-5y=35\\ 3x-6y=51\end{bmatrix}

multiply x-5y=35 by 3

= 3x-15y=105

\begin{bmatrix}3x-15y=105\\ 3x-6y=51\end{bmatrix}

3x-6y=51

-\underline{3x-15y=105}

9y=-54

divide 9 on both sides

y= -6

Now solve for x

you must plug in -6 for y in either equations

i plugged in -6 for y in 3x-15y=105

3x-15\left(-6\right)=105

3x+15\cdot \:6=105

15\cdot \:6=90

3x+90=105

subtract 90 on both sides

3x=15

\frac{3x}{3}=\frac{15}{3}

x=5

Please mark brainliest

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