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Identify the correct slope and y-intercept of the equation 5x - 3y = -6
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convert the equation as y=mx+b where m=slope and b=y-int
what.? if i knew how to do that i wouldnt be in summer school.
y=mx+b -6=5x-3y Sooo 5=slope and 3=y-intercept
putting x=0 we get the y int so 5(0)-3y=-6 so y=2 as y int is the point on y axis so that points x component is 0 and the slope can be found out by differentiating the equation and finding dy/dx
i am not positive though
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to isolate the y first you move the 5x, when you move to the other side change the sign -3y = -5x -6
then divide by -3 you have y = 5/3x+2
then divide by -3
now you have it in the right format, 5/3 = m = slope and 2 = b = y-int
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