The ratio of the ages of G and H is 3:4. If H is 32 years old, how old is G?

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Question: The ratio of the ages of G and H is 3:4. If H is 32 years old, how old is G?

Options:

Correct Answer: 24

Solution:

If H is 32 years, then G\'s age = (3/4) * 32 = 24 years.

The ratio of the ages of G and H is 3:4. If H is 32 years old, how old is G?

The ratio of the ages of G and H is 3:4. If H is 32 years old, how old is G?

Step 1: Understand the ratio of the ages of G and H, which is 3:4.
Step 2: This means for every 3 parts of G's age, H has 4 parts.
Step 3: We know H's age is 32 years.
Step 4: To find G's age, we can set up a proportion based on the ratio.
Step 5: If H's age (4 parts) is 32 years, then each part is 32 divided by 4.
Step 6: Calculate the value of one part: 32 / 4 = 8 years.
Step 7: Now, to find G's age (3 parts), multiply the value of one part by 3: 8 * 3 = 24 years.
Step 8: Therefore, G is 24 years old.

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