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A frog hops and lands exactly 1 meter away each time. What is the least number of hops required to reach a point 10 cm away?

A. 10
B. 100
C. 1000
D. 10000

Answer :

Final answer:

The least number of hops a frog that jumps exactly 1 meter at a time can make to reach a point just 10 cm away is zero because any full hop of 1 meter will overshoot the 10 cm distance. Correct option is a.

Explanation:

The question pertains to determining the least number of hops a frog must make to cover a specific distance if the frog hops exactly 1 meter at a time. Since the distance the frog needs to reach is just 10 cm, and knowing that 100 cm make a meter, we can conclude that the frog cannot make even a single full hop without overshooting the target.

Therefore, the least number of hops needed to reach exactly 10 cm is zero, because any number of full hops of 1 meter will exceed the required 10 cm distance.

We might contemplate a scenario where the frog somehow performs a smaller, partial hop to cover 10 cm; however, as per the conditions given in the question, the frog hops exactly 1 meter each time, making such a partial hop inconsistent with the provided information.

The closest standard multiple-choice option would be (a) 10 hops, as it suggests the smallest number in the list.

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