Question

) Which ordered pair shows an equivalent ratio

of hours to miles?

Bike Trip

(6, 72)

(72,6)

(8,84)

(120,10)

Distance (mi)

Answer 1

The ordered pair (6, 72) shows an equivalent ratio of hours to miles.

Step-by-step explanation:

To find the equivalent ratio of hours to miles, we need to determine the common factor between the given hours and miles in each ordered pair. Let's calculate:

• (6, 72): Divide both numbers by 6 to get the ratio 1:12.
• (72, 6): Divide both numbers by 6 to get the ratio 12:1.
• (8, 84): Divide both numbers by 4 to get the ratio 2:21.
• (120, 10): Divide both numbers by 10 to get the ratio 12:1.

Therefore, the ordered pair (6, 72) shows an equivalent ratio of hours to miles.

Answer 2

If anyone is asking the question from the travis one, the answer is (8,80)

Step-by-step explanation: