Henry and Blake are both runners. In 2 hours, Henry runs 14 miles. In 5 hours, Henry runs 35 miles. The graph below represents t
he number of miles Blake runs in x hours. A. Blake runs at a slower speed. B. There is not enough information to determine their speed. C. Henry and Blake run at the same speed. D. Henry runs at a slower speed.
Henry runs at a rate of seven miles an hour. I think you meant the second sentence to be 'Blake', because there is not attatched graph. They are both running at the same speed in this case.
I got this because 14 (miles ran by Henry) / 2 (hours ran) you get 7. This same equation is applied to (Blake?) 35 (miles ran by [Blake?]) / 5 (hours ran) also equals seven.
If you meant the second statement to be Blake, they are both running at the same speed, and x=7.
If you didn't, then there is not enough information to determine Blake's speed.
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You would write it like 4/180. Then the other one would be 12/x. To find the individual price you need to divide 180 by 4. You then get 45. So now to find how many 12 tickets would be, multiply 12 by 45. The answer would then be $540. Pricey!
