From his house Mike rides his bike 2 miles west and 10 miles north to the gym how much shorter is it to the gym if he rode in a straight-line path

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asked Jun 1, 2018 156k views

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U Avalos · Answer 1 · 2018-06-05T05:02:07+0000

Using the rectangular route Mike rides 12 miles. If he rides diagonally the distance is √2²+10²=√4+100=√104.
The difference between the two routes is 12-√104=1.80 miles approximately.

From his house Mike rides his bike 2 miles west and 10 miles north to the gym how much shorter is it to the gym if he rode in a straight-line path

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