Transform 4x+y=−12 to slope-intercept form.(1 point) Responses y=3x y equals Start Fraction 3 over x End Fraction y=4x−12 y equals 4 x minus 12 4x+y+12=0 4 x plus y plus 12 equals 0 y=−4x−12

Answer 1

To transform the equation \(4x + y = -12\) to slope-intercept form (\(y = mx + b\)), we need to solve for \(y\).

Starting with the equation: \[ 4x + y = -12 \]

Subtract \(4x\) from both sides: \[ y = -4x - 12 \]

Now, we have the equation in slope-intercept form:

\[ y = -4x - 12 \]

So the correct response is: \[ y = -4x - 12 \]