On Saturday, Craig rode his bike 5/8 of a mile. On Sunday, he rode his bike 1/2 of a mile. Craig added 5/8 + 1/2 to find the total distance, in miles, he rode his bike on the two days. Craig said 5/8 + 1/2 = 6/10 and plotted 6/10 on this number line. * Explain why Craig's answer is not responsible. * Find the total distance, in miles, Craig rode on his bike Saturday and Sunday. * Explain how to use the number line to show your answer is correct.
1 answer
Question:
On Saturday, Craig rode his bike 5/8 of a mile. On Sunday, he rode his bike 1/2 of a mile. Craig added 5/8 + 1/2 to find the total distance, in miles, he rode his bike on the two days. Craig said 5/8 + 1/2 = 6/10 and plotted 6/10 on this number line.
* Explain why Craig's answer is not responsible.
* Find the total distance, in miles, Craig rode on his bike Saturday and Sunday.
* Explain how to use the number line to show your answer is correct.
* Explain why Craig's answer is not responsible.
* Find the total distance, in miles, Craig rode on his bike Saturday and Sunday.
* Explain how to use the number line to show your answer is correct.
Answers
Hi there!Craig's reason is not reasonable because when you add fractions you have to find equivalent fractions.The total distance in miles would be 1 1/8 miles.By using a number line, line up the fractions, so then you could add them both.Hope this helps :)
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