2 7/12 * 4 1/3 =

Rationale

2 7/12 * 4 1/3 = 11 7/36.

To solve the multiplication of mixed numbers, first convert each mixed number into an improper fraction, then multiply the fractions and simplify the result. The calculation yields an answer of 11 7/36.

A (8 7/36) YOUR ANSWER

This choice represents an incorrect product of the multiplication. The numbers were not multiplied correctly, leading to a much lower result than the actual calculation of 11 7/36.

B (9 11/12) YOUR ANSWER

This option is also incorrect as it suggests a product that results from a miscalculation. The value is too small when compared to the correct result, indicating errors in either conversion or multiplication.

C (11 7/36) CORRECT

This is the correct answer. After converting 2 7/12 to 31/12 and 4 1/3 to 13/3, and then multiplying these fractions results in 403/36, which simplifies to 11 7/36.

D (11 7/12) YOUR ANSWER

This choice reflects a misunderstanding of the multiplication process. It appears close to the correct answer but fails to account for the correct simplification of the resulting fraction, ultimately leading to an incorrect answer.

Conclusion

The multiplication of mixed numbers requires careful conversion to improper fractions and accurate calculation. The correct product of 2 7/12 and 4 1/3 is 11 7/36, confirming the importance of precise mathematical operations to achieve accurate results. The other options reflect various errors in the calculation process, illustrating common pitfalls when handling mixed numbers.

2 7/12 * 4 1/3 =

2 7/12 * 4 1/3 = 11 7/36.

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