Key Concepts
- Add numbers using place value.
- Use properties of operation to find the sum.
- Solve few model questions related to addition by using place
Introduction
Example 1:
3 – 2 = 1.
Find 2 + ____ = 3
Solution:
3 – 2 = 1.
So, 2 + 1 = 3.
Use addition fact to subtract
Example 2:
Find 5 – 3.
To find 5 – 3, you can think:
The missing number is the same in both equations.
You know the addition fact.
3 + 2 = 5
You also know the subtraction fact.
5 – 3 = 2
Example 3:
Find 15 – 4.
To find 15 – 4, you can think:
The missing number is the same in both equations.
You know the addition fact.
4 + 11 = 15
You also know the subtraction fact.
15 – 4 = 11
Make a 10 to Subtract
Example 4:
Find how many more balls are needed to be added to make a ten?
Solution:
Add 2 more balls to make a ten.
Use the ten frames to make a 10 to subtract
Example 5:
Find 12 – 9
Solution:
10 + 2 = 12
Use the ten frames to make a 10 to subtract (Another way)
Example 6:
Find 12 – 9
Solution:
10 – 7 = 3
Exercise
- Think addition and subtract,
6 – 4 =?
4 + ____ = 6
So, 6 – 4 = ____
- Think addition and subtract,
9 – 3 =?
3 + ____ = 9
So, 9 – 3 = ____
- Think addition and subtract,
12 – 4 =?
4 + ____ = 12
So, 12 – 4 = ____
- Complete the addition fact and subtract,
17 – 7 = ____
7 + ____ = 17
- Complete the addition fact and subtract,
14 – 8 = ____
8 + ____ = 14
- Make a ten to subtract by using counters and your workmate.
11
– 4
______
- Make a ten to subtract by using counters and your workmate.
16
– 9
______
- Chen had 13 animal stickers. He gave 5 of the stickers away. How many animal stickers does Chen have now?
- Angie bought 13 strawberries. She ate 8 of the strawberries. How many strawberries does Angie have now?
Concept Map
What we have learned
- Use addition fact and subtract two numbers.
- Use the ten frames to make a 10 and subtract two numbers.
Related topics
Addition and Multiplication Using Counters & Bar-Diagrams
Introduction: We can find the solution to the word problem by solving it. Here, in this topic, we can use 3 methods to find the solution. 1. Add using counters 2. Use factors to get the product 3. Write equations to find the unknown. Addition Equation: 8+8+8 =? Multiplication equation: 3×8=? Example 1: Andrew has […]
Read More >>Dilation: Definitions, Characteristics, and Similarities
Understanding Dilation A dilation is a transformation that produces an image that is of the same shape and different sizes. Dilation that creates a larger image is called enlargement. Describing Dilation Dilation of Scale Factor 2 The following figure undergoes a dilation with a scale factor of 2 giving an image A’ (2, 4), B’ […]
Read More >>How to Write and Interpret Numerical Expressions?
Write numerical expressions What is the Meaning of Numerical Expression? A numerical expression is a combination of numbers and integers using basic operations such as addition, subtraction, multiplication, or division. The word PEMDAS stands for: P → Parentheses E → Exponents M → Multiplication D → Division A → Addition S → Subtraction Some examples […]
Read More >>System of Linear Inequalities and Equations
Introduction: Systems of Linear Inequalities: A system of linear inequalities is a set of two or more linear inequalities in the same variables. The following example illustrates this, y < x + 2…………..Inequality 1 y ≥ 2x − 1…………Inequality 2 Solution of a System of Linear Inequalities: A solution of a system of linear inequalities […]
Read More >>
Comments: