Solving exercises on page 76 of Math 3 Book 1, the book Horizon of Creativity

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Solving Math 3 page 76 in the book Horizon of Creativity Volume 1

Solving exercises on page 76 of Math 3 Book 1, the book Horizon of Creativity:

Comparing how many times the larger number is than the smaller one

1. Solve Problem 1 on Page 76 SGK Mathematics Grade 3

Detailed solutions for solving problems on page 76 of Math 3 Book 1, the book Horizon of Creativity by Mytour. Check this out for step-by-step guidance on the Practical and Exercise section of the lesson comparing large numbers to small numbers. Watch to make solving exercises easier and enhance your understanding effectively.

Solving Math 3 page 76 in the book Horizon of Creativity Volume 1

Solving exercises on page 76 of Math 3 Book 1, the book Horizon of Creativity:

Comparing how many times the larger number is than the smaller one

Practice Section

1. Solve Problem 1 on Page 76 SGK Mathematics Grade 3

Problem Statement: How many times is the red circled number greater than the green circled number?

Solution Guide: To determine how many times the red circled number exceeds the green circled number, divide the red circled number by the green circled number.

Answer:
a) 6 : 1 = 6. The red circled number is 6 times greater than the green circled number.
b) 6 : 2 = 3. The red circled number is 3 times greater than the green circled number.

Practice Section

1. Solve Problem 1 on Page 76 SGK Mathematics Grade 3

Problem: How many times is the larger number greater than the smaller one?
a) Larger number: 24 hours b) Larger number: 40 kg c) Larger number: 72 cm
Smaller number: 8 hours Smaller number: 8 kg Smaller number: 9 cm

Solution Guide: To find out how many times the larger number is greater than the smaller one, divide the larger number by the smaller one.

Answer:
a) 24 hours : 8 hours = 3. So the larger number is 3 times greater than the smaller one.
b) 40 kg : 8 kg = 5. So the larger number is 5 times greater than the smaller one.
c) 72 cm : 9 cm = 8. So the larger number is 8 times greater than the smaller one.

The lesson 'Midpoint, Midpoint of a Line Segment' is the next lesson in the Math 3 curriculum - the book 'Horizon of Creativity.' Therefore, Mytour has provided detailed solutions in the article 'Solving exercises on pages 77 and 78 of Math 3 Book 1, the book Horizon of Creativity.' You can refer to it while doing your exercises.

See more: Solving exercises on pages 77 and 78 of Math 3 Book 1, the book Horizon of Creativity

Solve exercises on page 76 of Math 3 Workbook Volume 1, Bright Horizon book with detailed instructions. We hope you can complete the exercise accurately and compare it with your own work.

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Frequently Asked Questions

What is the process for determining how many times one number is greater than another?

To determine how many times a larger number is greater than a smaller one, you divide the larger number by the smaller number. This calculation reveals the multiple by which the larger number exceeds the smaller number.

Can you explain the solution for Problem 1 on Page 76 of Math 3 Book 1?

In Problem 1, you compare a red circled number to a green circled number. For example, if the red number is 6 times the green number, you find this by dividing the red by the green, resulting in the ratio of 6:1.

What solutions are provided for the exercise comparing 24 hours and 8 hours?

For the exercise comparing 24 hours to 8 hours, the solution shows that 24 divided by 8 equals 3. Thus, 24 hours is 3 times greater than 8 hours.

How do I compare larger and smaller numbers using the examples given in the blog?

To compare larger and smaller numbers using the blog's examples, simply divide the larger number by the smaller one. For instance, dividing 40 kg by 8 kg gives 5, indicating that 40 kg is 5 times greater than 8 kg.