We'll have to solve the system of equations to determine x
and y.
We'll apply elimination method. For this reason,
we''ll multiply the 2nd equation by -2 and we'll add the resulting equation to the first
one.
-2(3x+2y) = -2*5
We'll
remove the brackets:
-6x - 4y =
-10
We'll add the resulting equation to the 1st
equation:
-6x - 4y + 5x + 4y = 9 -
10
We'll eliminate y and we'll combine like
terms:
-x = -1
x =
1
We'll substitute x = 1 into the 1st
equation:
5 + 4y = 9
4y = 9 -
5
4y = 4
y
=1
Now, we'll calculate
4x+3y:
4x+3y = 4*1 + 3*1 =
7
The result of the expression 4x+3y, for x =
y = 1, is 4x+3y = 7.
No comments:
Post a Comment