Solve Exercise 1 Page 76 Math 4

Buzz

Ngày cập nhật gần nhất: 15/4/2026

Solve Exercise 1 Page 76 Math 4 in Division of a Sum by a Number, a) Calculate in two ways:

Guide to solve Exercise 1 Page 76 Math 4

Problem:
a) Calculate in two ways:
(15 + 35) : 5;
(80 + 4) : 4
b) Calculate in two ways (according to the example)
Example: 12 : 4 + 20 : 4 = ?
Method 1: 12 : 4 + 20 : 4 = 3 + 5 = 8.
Method 2: 12 : 4 + 20 : 4 = (12 + 20) : 4 = 32 : 4 = 8.
18 : 6 + 24 : 6;
60 : 3 + 9 : 3.

Solution Method:
- For part a):
+ Method 1: Execute calculations inside parentheses first, then outside parentheses
+ Method 2: Apply the formula: (a + b) : c = a : c + b : c => Perform division first, then addition
- For part b): Refer to the example above and follow similar steps as the model exercise.

Answer:
a)

+) (15 + 35) : 5 = ?

Method 1: (15 + 35) : 5 = 50 : 5 = 10

Method 2: (15 + 35) : 5 = 15 : 5 + 35 : 5 = 3 + 7 = 10

+) (80 + 4) : 4 = ?

Method 1: (80 + 4) : 4 = 84 : 4 = 21

Method 2: (80 + 4) : 4 = 80 : 4 + 4 : 4 = 20 + 1 = 21

+) 18 : 6 + 24 : 6 = ?

Method 1: 18 : 6 + 24 : 6 = 3 + 4 = 7

Method 2: (18 + 24) : 6 = 42 : 6 = 7

+) 60 : 3 + 9 : 3 =?

Method 1: 60 : 3 + 9 : 3 = 20 + 3 = 23

Method 2: 60 : 3 + 9 : 3 = (60 + 9) : 3 = 23

Section solving exercises page 76 math 4, Division of a Sum by a Number consists of 3 exercises. After solving Exercise 1 on page 76 Math 4 textbook, Mytour provides suggested answers and detailed solution methods for Solving Exercise 2 Page 76 Math 4 and Solving Exercise 3 Page 76 Math 4. Students need to grasp the knowledge from this lesson.

Frequently Asked Questions

What are the two methods to solve Exercise 1 on page 76 of Math 4?

To solve Exercise 1 on page 76 of Math 4, Method 1 involves calculating inside parentheses first and then outside. Method 2 uses the formula (a + b) : c = a : c + b : c, allowing division before addition.

How can students approach solving the division of a sum by a number?

Students can approach solving the division of a sum by applying two methods: performing calculations within parentheses first or using the distributive property to simplify the process. This helps ensure clarity and accuracy in their results.

Are there detailed solution methods provided for Exercise 2 and Exercise 3?

Yes, detailed solution methods are provided for both Exercise 2 and Exercise 3 after solving Exercise 1 on page 76. This ensures that students understand the necessary steps for each exercise.

What is the importance of understanding the division of a sum in math exercises?

Understanding the division of a sum is crucial in math exercises as it enhances students' problem-solving skills, allowing them to break down complex problems into simpler parts, ultimately improving their mathematical proficiency.

Mytour's content is for customer care and travel encouragement only, and we are not responsible.

For errors or inappropriate content, please contact us at: [email protected]