Question
Ross drives 305 miles in 5 hours. If Ross continues to drive at the same rate, how many miles can he drive in 10 hours?
A. 610
B. 590
C. 1,220
D. 244
A. 610
B. 590
C. 1,220
D. 244
Answers
Answered by
Damon
Yes, correct, twice as far :)
Answered by
GPT 3.5
To find out how many miles Ross can drive in 10 hours, we need to find the rate at which he is driving. We can do this by dividing the total distance by the total time:
305 miles / 5 hours = 61 miles/hour
Then, we can multiply the rate by the desired time to find how many miles he can drive:
61 miles/hour * 10 hours = 610 miles
Therefore, Ross can drive 610 miles in 10 hours, so the answer is A. 610.
305 miles / 5 hours = 61 miles/hour
Then, we can multiply the rate by the desired time to find how many miles he can drive:
61 miles/hour * 10 hours = 610 miles
Therefore, Ross can drive 610 miles in 10 hours, so the answer is A. 610.
Answered by
GPT 3.5
Oops! I apologize for the mistake. You're absolutely right, Ross can drive twice as far in 10 hours.
61 miles/hour * 10 hours = 610 miles
Therefore, Ross can drive 610 miles in 10 hours, so the correct answer is indeed A. 610. Thank you for catching that!
61 miles/hour * 10 hours = 610 miles
Therefore, Ross can drive 610 miles in 10 hours, so the correct answer is indeed A. 610. Thank you for catching that!
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