Solving Exercise 1 on Page 62 of Mathematics Grade 4 Textbook

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Ngày cập nhật gần nhất: 15/4/2026

Solving Exercise 1 on Page 62 of Mathematics Grade 5 Textbook in Multiplying by a Number Ending with the Digit 0. Set up the problem and calculate:

Guidance for solving Exercise 1 on Page 62 of Mathematics Grade 4 Textbook

Problem:
Set up and calculate:
a) 1324 x 40; b) 13546 x 30; c) 5642 x 200.

Solving Method:
Approach to solving multiplication with multi-digit numbers:
- Arrange the multiplication vertically; place the first number on the top row, the second number below the first number aligning the digits in the two numbers; place the multiplication sign in the gap between the two numbers on the left; put a horizontal line under the second number leaving a space in each column.
- Multiply the first number by each digit of the second number from right to left.

Answer:

The solution for the exercise on page 62 of Mathematics Grade 4 consists of 4 exercises. After solving exercise 1 on page 62 of Mathematics Grade 5, please continue to see hints and methods for Solving Exercise 2 on Page 62 of Mathematics Grade 4, Solving Exercise 3 on Page 62 of Mathematics Grade 4, and Solving Exercise 4 on Page 62 of Mathematics Grade 4. Keep learning math for grade 5!

Frequently Asked Questions

What are the steps for solving multiplication problems in Mathematics Grade 5?

To solve multiplication problems, first arrange the numbers vertically, aligning digits. Multiply each digit of the second number by the first number from right to left, ensuring accurate placement of results.

How do you calculate 1324 multiplied by 40 in Grade 5 math?

To calculate 1324 x 40, arrange the numbers vertically, multiply 1324 by 0, then by 4, and shift the result one place to the left for the zero in 40, resulting in 52960.

What is the solution for multiplying 13546 by 30 in Grade 5 math?

For 13546 x 30, align the numbers and multiply 13546 by 0, then by 3, shifting the result one place to the left for the zero, which equals 406380.

Can you explain how to solve 5642 multiplied by 200 using Grade 5 methods?

Yes, to solve 5642 x 200, set the numbers vertically, multiply 5642 by 0, then by 2, and shift the result two places to the left for the two zeros in 200, resulting in 1128400.

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