Question

Help- thanks :/

Several ratios are graphed below. Which ratio is not equivalent to the others?

On a coordinate plane, the points (2, 3), (4, 7), (6, 9), and (8, 12) are plotted.
4 to 7
8 to 12
2 to 3
6 to 9

Answer 1

Hewo There! my name is Neko and I'll be helping you today! ;-)

Question:

Several ratios are graphed below. Which ratio is not equivalent to the others?

Answer:

The ratio of 4 to 7 is not equivalent to others.

Explanation:

• Connect the points by a straight line.

• Equivalent points lie on the straight line

• The given graph is in the Attachment

• The (4, 7) doesn't lie on the straight line when the other three points lie on the line.

Hence (4, 7) is not equivalent to (2, 3), (6, 9), and (8, 12)

I hope this helps you!

Have an Amazing Friday!

-Neko-

Answer 2

4,7 is the one not equalivent to the others.

Explanation:

All of the y values in the ratios have a gcf of 12. 7 Is not divisible by 12, let alone 9.