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28 Mar 2020
Racing cars driven by Chris and Kelly are side by side at the start of a race. The table shows the velocities of each car (in miles per hour) during the first ten seconds of the
race. Use the Midpoint Rule to estimate how much farther Kelly travels than Chris does during the first ten seconds.
![](data:image/png;base64,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)
Racing cars driven by Chris and Kelly are side by side at the start of a race. The table shows the velocities of each car (in miles per hour) during the first ten seconds of the
race. Use the Midpoint Rule to estimate how much farther Kelly travels than Chris does during the first ten seconds.
Liked by lukas.alejo.garcia and 1 others
Keith LeannonLv2
14 May 2020