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Chris rode his bike 4 miles west and then 3 miles south. What is the

shortest distance he can ride back to the point where he started?

Chris rode his bike 4 miles west and then 3 miles south. What is the shortest distance-example-1
User Jlw
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1 Answer

8 votes

Answer:

5 miles

Explanation:

This is because if you draw a line going west and label it as 4 miles, then draw another line going south and label it 3 miles, you form a right angle, right? So, the fastest way to go back would be taking a diagonal-like route back to the beginning. Does this shape look familiar to you? Right! It's a right triangle. And do the numbers 3, 4, and 5 sound familiar to you? Yup, it's a Pythagorean triplet. If the legs of a right triangle are 3 and 4, the hypotenuse is 5. Why am I saying this? Because, in the drawing you just did, the 4 miles west and 3 miles south were the legs, and the diagonal path back to the beginning is the hypotenuse. Get it now?

Happy to help! :)

User Cho
by
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