Question

help plzz

Answer 1

Solve the following linear equation for x and y via substitution y=x+1
2y+3x = 22

x = 4, y = 5
x = 4, y = 5

x = -1, y = 6
x = -1, y = 6

x = 3, y = 7
x = 3, y = 7

y = 4, x = 2

Answer 2

with this

Answer 3

yesh

Answer 4

@smokeybrown

Answer 5

oki gimmie 3 mins

Answer 6

ok thx

Answer 7

do you know how the first step in solving this problem?

Answer 8

noooo tbh its suposed to be review but idk anything of this type of math plus e has not showed us how to

Answer 9

hmm. Well substitution is a process in math where you input one equation in the set into the other equation

Answer 10

here it says that y = x + 1. So to do substitution we must replace all y values in the second equation (2y+3x = 22) with x+1

Answer 11

y=x+1
2y+3x = 22

The question prompts you to use "substitution" to solve the system of equations.
To begin with, you can substitute "y" for "x + 1" in the second equation; this is because the first equation tells you that "y=x+1"

As a result of this substitution, you get:
2(x+1) + 3x = 22

From there, you may simplify in order to solve for the value of x.
Once you solve for x, you may use substitution with the value of x you found in order to find the value of y.
In the end, you will have found the values of both x and y to satisfy the system of equations.

Please, go ahead and solve for x using the substitution demonstrated above. If you need more help after that, we may continue from there

Answer 12

oooooooooo thank yall soo much

Answer 13

well, smokey brown I suppose did a better job explaining, but I prefer to do a hands on approach. Either way smokey is correct.

Answer 14

lol thank yall

Answer 15

of course.

Answer 16

ughh brb we got to go to dif classes thank yall