Question

help mee withh mathh 🤍 ! .

Solve the System of Equations
y = 6x − 11
−2x − 3y = −7

a) (3, 4)
b) (4, 3)
c) (2, 1)
d) (1, 2)

Answer 1

The solution of the system of equation y = 6x - 11 and -2x - 3y = -7 by substitution is x = 2 and y = 1

Answer 2

so um which one is that .

Answer 3

x = 2 and y = 1

Answer 4

so it's c ? .

Answer 5

YES

Answer 6

its not c ...

Answer 7

HELp .

Answer 8

well try

Answer 9

d

Answer 10

girl yes it is bro

Answer 11

the answer is d

Answer 12

thats literally the same crap 1,2 ///2,1

Answer 13

no its actually c

Answer 14

don't listen to him

Answer 15

wym

Answer 16

c ma'am

Answer 17

...

Answer 18

YONNA ITS C I TOLD U

Answer 19

ITS C

Answer 20

Substitute the value of
�
y from the first equation into the second equation:

−
2
�
−
3
(
6
�
−
11
)
=
−
7
−2x−3(6x−11)=−7

Now, distribute the -3:

−
2
�
−
18
�
+
33
=
−
7
−2x−18x+33=−7

Combine like terms:

−
20
�
+
33
=
−
7
−20x+33=−7

Subtract 33 from both sides:

−
20
�
=
−
40
−20x=−40

Divide by -20 to solve for
�
x:

�
=
2
x=2

Now that we have the value of
�
x, substitute it back into the first equation to find
�
y:

�
=
6
(
2
)
−
11
=
12
−
11
=
1
y=6(2)−11=12−11=1

So, the solution to the system of equations is
�
=
2
x=2 and
�
=
1
y=1.

Answer 21

bro but i just chose c and it says its wrong ? .

Answer 22

D.

Answer 23

np