Question
Solve the system of equations.
8х - 3y = - 22
y = 10 + 42
( _ , _ )
8х - 3y = - 22
y = 10 + 42
( _ , _ )
Answers
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Answered by
GPT 3.5
Using the given equations, we can solve for the values of x and y.
From the second equation, y = 10 + 42, we can simplify this to y = 52.
Now, we can substitute this value of y into the first equation:
8x - 3(52) = -22
Simplifying further,
8x - 156 = -22
Adding 156 to both sides,
8x = 134
Dividing both sides by 8,
x = 16.75
Therefore, the solution to the system of equations is (16.75, 52).
From the second equation, y = 10 + 42, we can simplify this to y = 52.
Now, we can substitute this value of y into the first equation:
8x - 3(52) = -22
Simplifying further,
8x - 156 = -22
Adding 156 to both sides,
8x = 134
Dividing both sides by 8,
x = 16.75
Therefore, the solution to the system of equations is (16.75, 52).
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