The Distributive Property

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Summary:

1. What is the Distributive Property?

2. How can I use the Distributive Property to multiply big numbers in my head?

3. Describe the three ways we can write a problem using the distributive property.

* For the first work section of this video, you can ONLY show one (1) other way to use the Distributive Property when  you have a variable in your expression.

Estimating with Percents

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Converting Between Fractions, Decimals, and Percents

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Plotting Points in the First Quadrant

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Summary:
1. Draw and label (x-axis, y-axis, origin) the first quadrant of the coordinate plane.
2. What is an ordered pair (also known as a coordinate pair)?  
3. What does each number in the ordered pair represent?
4. Describe how to plot points in the first quadrant.

Ratios

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Summary:
1. Define Ratio.
2. What are the three ways you can write a ratio?
3. Define Multiplicative.
4. How do you simplify a ratio?

Least Common Multiple

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Summary:
1. What are multiples?
2. How do you find multiples of a number?
3. Define Least Common Multiple.
4. List the steps to finding the LCM of two or more numbers.

Solutions for Work:

GCF Using Venn Diagrams

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Finding and Listing Factors

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Summary:
1. What is a factor?
2. How can you find all of the factors of a given number?
3. How do you know when you have all of the factors of a given number?

Solving One-Step Equations

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Absolute Value

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Summary:

1.  Define Absolute Value.

2. Rewrite and complete the following sentence: 

Absolute Value is (always/sometimes/never) positive.

3. Define Opposites. 

4. Rewrite and complete the following sentence: 

The absolute value of a number can always be plotted in _____________ places on a number line.

5. How do you add/subtract with absolute value?

Here is a longer version if you need more explanations:

Solutions to Work:

1. 12
2. 35
3. 5
4. 11
5. 5

Variables and Expressions

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Summary:
1. How are expressions different from equations?
2. What is substitution?
3. How do you evaluate a variable (or algebraic) expression?

Converting Units Using Tables and Proportions

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*Please excuse the glitch with the pen about 3/4 of the way through the video.*

Summary:

1.  Explain how to set up a table to convert units.

2. How do you use a table to convert units?

3. Explain how to set up a proportion to convert units.

4. Describe 2 ways to use a proportion to convert units.

Work:  I apologize for the poor font on the last two problems.  Please see the problems below:

1. Carlos ran a 12 mile race.  How many kilometers did he run?  1 kilometer = 0.6 miles.

2. Some scientists recommend that you drink 8 cups of water each day.  How many ounces of water is this?  1 cup = 8 oz.

Using Ratios and Proportions to Find Percents

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Summary:
1) How do you write a fraction as a percent?
2) How do you write a percent as a fraction?
3) Describe how the CyberChase Kids used percents to help solve their problem.

You may want to watch the entire episode of CyberChase "A Piece of the Action" after completing your WSQ.

Rates and Unit Rates

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Summary:  
1. What is a rate?
2. What is a unit rate?
3. How do you find unit rates?
4. Why is it important to know how to find unit rates?

Fractions Drag and Drop Practice

Click HERE to practice using technology to solve fraction problems.