Solving Exercise 4 on Pages 61 and 62 of Math 5 Workbook

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Ngày cập nhật gần nhất: 15/4/2026

Frequently Asked Questions

1.

What steps should students follow to solve Exercise 4 in the Math 5 Workbook?

To solve Exercise 4, students need to substitute the given numbers into the two expressions: (a + b) x c and a x c + b x c. Start by calculating the value inside the parentheses first before multiplying, ensuring to follow the order of operations accurately.
2.

How can students effectively compare the values of (a + b) x c and a x c + b x c?

Students can compare the two expressions by calculating each one separately after substituting the values. They will find that (a + b) x c yields the same result as a x c + b x c, illustrating the distributive property.
3.

What is the most convenient method for calculating the given expressions in Exercise 4?

The most convenient method is to factor out common terms when applicable. For example, for 9.3 x 6.7 + 9.3 x 3.3, factor out 9.3 to simplify calculations, resulting in 9.3 x (6.7 + 3.3).
4.

What are the results of the calculations in Exercise 4 of the Math 5 Workbook?

The results of the calculations show that (a + b) x c equals a x c + b x c. Specifically, for 9.3 x (10), the result is 93, and for (10) x 0.35, the result is .

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