A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How m

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Question: A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How many families can 10 volunteers distribute supplies to in the same time?

Options:

Correct Answer: 400

Solution:

If 5 volunteers can serve 200 families, then 10 volunteers can serve 2 * 200 = 400 families in 4 hours.

A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How m

Practice Questions

A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How many families can 10 volunteers distribute supplies to in the same time?

Questions & Step-by-Step Solutions

A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How many families can 10 volunteers distribute supplies to in the same time?

Step 1: Understand that 5 volunteers can serve 200 families in 4 hours.
Step 2: Determine how many families 1 volunteer can serve in the same time. Divide 200 families by 5 volunteers: 200 / 5 = 40 families per volunteer.
Step 3: Now, find out how many families 10 volunteers can serve. Multiply the number of families 1 volunteer can serve (40) by 10 volunteers: 40 * 10 = 400 families.
Step 4: Conclude that 10 volunteers can distribute supplies to 400 families in 4 hours.

Proportional Relationships – The problem tests the understanding of how the number of volunteers affects the number of families served, demonstrating a direct proportionality.

A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How m

What’s inside this PDF?

A team of 5 volunteers can distribute supplies to 200 families in 4 hours. How m

Practice Questions

Questions & Step-by-Step Solutions

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