3(1/2) * 2(1/3) =

Rationale

A) 8(1/6)

To solve this multiplication of mixed numbers, convert each mixed number to an improper fraction first. Then multiply the fractions together to get the result. In this case, 3(1/2) is equivalent to 7/2 and 2(1/3) is equivalent to 7/3. Multiplying these fractions yields 49/6, which can be simplified to 8(1/6).

B (7(5/6)) YOUR ANSWER

This choice does not represent the correct result of the multiplication. It seems to combine the whole number parts of the mixed numbers without correctly calculating the fractional components.

C (6(1/6)) YOUR ANSWER

This option does not align with the correct solution obtained by multiplying 3(1/2) and 2(1/3). It appears to be a random combination of numbers without following the proper arithmetic operations.

D (5(5/6)) YOUR ANSWER

This choice does not match the correct product of 3(1/2) and 2(1/3). It seems to be a result obtained from a different calculation or a misunderstanding of how to multiply mixed numbers.

Conclusion

The correct answer to the multiplication of 3(1/2) and 2(1/3) is 8(1/6). By converting the mixed numbers to improper fractions and multiplying them together, the result simplifies to 8(1/6). Understanding how to work with mixed numbers and fractions is crucial for accurately solving mathematical operations involving these types of numbers.

3(1/2) * 2(1/3) =

A) 8(1/6)

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