The equation that is equivalent to 6x - y = 1, is: A. y = 6x – 1.
How to Determine Equivalent Equations?
When two equations are equivalent to each other, their value would be the same when evaluated or rewritten in another way.
Given the equation, 6x - y = 1, rewrite the equation in slope-intercept form in order to determine which of the equation in the options given is equivalent to it.
6x - y = 1
Subtract 6x from both sides of the equation
6x - 6x - y = -6x + 1
-y = -6x + 1
Divide both sides by -1
-y/-1 = -6x/-1 + 1/-1
y = 6x - 1
6x - y = 1 is equivalent to y = 6x – 1.
Therefore, the equation that is equivalent to 6x - y = 1, is: A. y = 6x – 1.
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