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The equation equivalent to y=7x−12 in terms of x is:
x = (y + 12)/7.
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x = (y + 12)/7.
By rearranging the given equation, we can find the equation in terms of x:
y = 7x - 12
To isolate x, we'll move the constant term (-12) to the other side of the equation.
Adding 12 to both sides:
y + 12 = 7x
Now, we'll divide both sides by 7 to solve for x:
(y + 12) / 7 = x
Therefore, the equation equivalent to y=7x−12 in terms of x is:
x = (y + 12) / 7