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What in the equation of part (d) makes its graph different?(PART D IS THE LOOP ONE)a.) y = 2x + 7, b.) y = 3/5x + 1, c.) 3x + 2y = 6, and of course d (the last one), y = x (to the power of 2)

What in the equation of part d makes its graph differentPART D IS THE LOOP ONEa y 2x 7 b y 35x 1 c 3x 2y 6 and of course d the last one y x to the power of 2 class=
What in the equation of part d makes its graph differentPART D IS THE LOOP ONEa y 2x 7 b y 35x 1 c 3x 2y 6 and of course d the last one y x to the power of 2 class=
What in the equation of part d makes its graph differentPART D IS THE LOOP ONEa y 2x 7 b y 35x 1 c 3x 2y 6 and of course d the last one y x to the power of 2 class=
What in the equation of part d makes its graph differentPART D IS THE LOOP ONEa y 2x 7 b y 35x 1 c 3x 2y 6 and of course d the last one y x to the power of 2 class=
What in the equation of part d makes its graph differentPART D IS THE LOOP ONEa y 2x 7 b y 35x 1 c 3x 2y 6 and of course d the last one y x to the power of 2 class=

Respuesta :

Given:

The equations are:

a.) y = 2x + 7, b.) y = 3/5x + 1, c.) 3x + 2y = 6, d.) y = x^2

To determine what in the equation of part (d) makes its different, we first note that the graph for part (d) is a parabola, which is a curve with an upward opening. In addition, we also note that the power of x in the equation of part (d) is 2, while the other three graphs have a power of 1.

Therefore, the answer is:

The power of x in the equation of part (d) makes its graph different.

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