Number problems using addition
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The document discusses learning to solve addition problems at a Level 3+ and Level 4, and includes an extension activity to make your own addition problems.
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2. Use reference books in addition to textbooks to find more examples and practice problems.
3. Clarify any doubts with teachers the next day to avoid forgetting and develop procrastination habits.
4. Use online calculators and solvers as resources that are always available, unlike teachers or textbooks.
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This document outlines a 7-step process for solving math problems:
1) Read the problem carefully multiple times to understand what is being asked.
2) Identify what needs to be found and look for clues about the operation(s) needed like addition, subtraction, multiplication, or division.
3) Select an operation and numbers from the problem to try solving it. Even if incorrect, trying something is better than doing nothing.
4) Solve the problem using the selected operation and numbers.
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Adding Fractions
Adding Fractions
1. Adding Fractions with Common Denominators
Add the Numerators.
Keep the Denominators the same.
2. Practice time
3. Reduce or simplify if necessary…
4. Adding Fractions with Unlike Denominators
5.Find a common denominator using LCM.
Multiply numerator and denominator by LCM.
Add the converted fractions.
6. Least Common Multiple
7. We need to create fractions with like denominators in order to add these fractions. This is where we need LCM (Least Common Multiples)
8. The first common multiple is the Least Common Multiple
This will become the new denominators in order to create like denominators to add fractions.
9. Adding Fractions with Unlike Denominators
Multiples of 7: 7, 14, 21, 28
Multiples of 4: 4, 8, 12, 16, 20, 24, 28
10. Practice time
Common Multiples for these numbers:
6:
5:
What is the LCM?
11. Review
In order to add fractions, what must you have?
Explain a simplified fraction
What is an LCM?
What are LCMs used for?
Why is it important to be able to find an LCM?
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1. Practice daily by focusing on a small number of problems you understand rather than jumping to complex problems.
2. Use reference books in addition to textbooks to find more examples and practice problems.
3. Clarify any doubts with teachers the next day to avoid forgetting and develop procrastination habits.
4. Use online calculators and solvers as resources that are always available, unlike teachers or textbooks.
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1) Read the problem carefully multiple times to understand what is being asked.
2) Identify what needs to be found and look for clues about the operation(s) needed like addition, subtraction, multiplication, or division.
3) Select an operation and numbers from the problem to try solving it. Even if incorrect, trying something is better than doing nothing.
4) Solve the problem using the selected operation and numbers.
5) Check that the answer makes logical sense.
6) Ensure any multi-part problems are fully answered.
7) Check the work by working backwards with inverse operations.
Adding Fractions
Adding Fractions
1. Adding Fractions with Common Denominators
Add the Numerators.
Keep the Denominators the same.
2. Practice time
3. Reduce or simplify if necessary…
4. Adding Fractions with Unlike Denominators
5.Find a common denominator using LCM.
Multiply numerator and denominator by LCM.
Add the converted fractions.
6. Least Common Multiple
7. We need to create fractions with like denominators in order to add these fractions. This is where we need LCM (Least Common Multiples)
8. The first common multiple is the Least Common Multiple
This will become the new denominators in order to create like denominators to add fractions.
9. Adding Fractions with Unlike Denominators
Multiples of 7: 7, 14, 21, 28
Multiples of 4: 4, 8, 12, 16, 20, 24, 28
10. Practice time
Common Multiples for these numbers:
6:
5:
What is the LCM?
11. Review
In order to add fractions, what must you have?
Explain a simplified fraction
What is an LCM?
What are LCMs used for?
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This presentation teaches how to perform basic fraction operations:
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- Subtracting and multiplying fractions also require a common denominator and use similar processes as addition and multiplication of whole numbers
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2) It discusses counting from 1 to 10 and using a number line to demonstrate addition.
3) It provides multiple models and strategies for teaching addition including set models, measurement models, counting upwards from a number, and using a bunny on a number line.
4) It notes other names for addition, how to add numbers with more than one digit by carrying values to the next column, and rules for addition.
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2) It discusses counting from 1 to 10 and using a number line to demonstrate addition.
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- 1. Today I will learn to solve number problems using addition Level 3+ Today I will learn to solve number problems using addition Level 4 Extension Activity: Make some of your own number problems like these above.