Introduction
Near Doubles:
A near double is a math fact that is close to a double’s fact.
For example, 3+ 5 is considered a near double because it is close to the double’s fact 3+3.
- Near doubles could be doubles plus one fact, doubles plus two facts…
- We can use a doubles fact to find near-doubles facts.
Example:
Use a doubles fact to find near doubles facts.
3+ 4 =?
Solution:
We can use doubles fact to find the near doubles fact.
I can use the doubles fact 3 + 3.
3 + 4 = 3 + 3 + 1
6, and 1 more, is 7.
Problem-solving Using Near-double Facts:
Example 1:
Nela eats 2 apples. Anna eats 2 apples and then 2 more. How many apples do Nela and Anna eat in all?
Solution:
No. of apples Nela eats = 2
Anna eats 2 apples and then 2 more.
We can use doubles fact to find a near doubles fact.
2 + 4 =?
2 + 4 = 2 + 2 + 2 more.
4, and 2 more, is 6.
Nela and Anna ate 6 apples.
Example 2:
Tina has 3 books. Adam gave her another 4 books. How many books does Tina have now?
Solution:
No. of books with Tina = 3
Adam gave her another 4 books.
We can use doubles fact to find a near doubles fact.
3 + 4 =?
3 + 4 = 3 + 3 + 1 more.
6, and 1 more, is 7.
So, Tina has 7 books now.
Exercise
1. Use a double fact to find each near-doubles fact.
2. Use a double fact to find each near-doubles fact.
3 + 2 = ___________.
3. Write the missing numbers.
If 3 + _____ = 6, then 3 + _________ = 7.
4. Keyo finds 4 shells. Jack finds 5 shells. How many shells do they find in all?
___________ shells in all.
5. Use double facts to find each near-doubles fact.
2 + 4 = ______.
6. Use double facts to find each near-doubles fact.
7. Use double facts to find each near-doubles fact.
8. Use double facts to find each near-doubles fact.
9. How does know 2 + 2 help you find 2 + 3?
10. Jack eats 3 pears. Jane eats 3 pears and then 2 more. How many pears do Jack and Jane eat in all?
Concept Map:
What We Have Learned
- Use doubles facts to find near doubles facts.
- Solve the problems using near-double facts.
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: