Hich equation is in slope-intercept form and represents a line with slope 3 through the point (9, –4)?

Slope-intercept form is mx + b = y where m is the slope and b is the y intercept. We know m, which is 3, which makes the equation 3x + b = y, so we need to find b.  This is where the point comes in. We can fill in the x and y in the slope-intercept form an equation to solve for b.

3(9) + b = -4
27 + b = -4
b = -31

Therefore, the equation with the slope of 3 that passes through point (9, -4) is: 

3x - 31 = y.

Look, when you want to do something like put it like x^2. x2 could mean x² or x₂. so to clear confusion, know the notation. to find the product multiply the x's and you get -8x and the y's and you get 6y. since it's all being multiplied it is just -8x6y, or answer a. although the better answer is -48xy(combining -8 and 6) because you should multiply constants whenever you can.