Chapter 1 and 2Chapter 3Dividing mixed numbers (algorithm)Chapter 4Long division with two-digit divisor (skip to 5:30)Chapter 5How to find a unit rate(starts at 3:40)Chapter 6Percent, fraction, and decimal conversions (videos and practice)Converting fractions into percents Part 1 (this method only works when the denominator is a factor of 100)Converting fractions into percents Part 2 (using division)Finding the whole when given a part and percent (short example)Ex: 14 is 40% of what number? Note: If you cannot scale up or down, try simplifying your fraction first.Chapter 7Order of Operations (many step by step examples!)Note: The P in PEMDAS includes parentheses, brackets and braces.Chapter 8Simplifying Algebraic ExpressionsCombining like terms (with exponents)Combining like terms (with distributive property #1)Combining like terms (with distributive property #2)Chapter 9One-step equations with addition and subtractionIndependent and Dependent variables (stop at 5:42)Chapter 11Chapter 13Finding the area of composite figures (quick examples)
Explanation of the formula for area of parallelogram (practice also)Area of a parallelogram (examples)Find the missing length of a rectangle given the area (same for squares and parallelograms)Explanation of the formula for the area of a triangle (practice also)
- In the video, he will show how to find the perimeter and area of a composite figure. You're focus should be on finding the area, not the perimeter. You should still watch the beginning of the perimeter portions because he finds the missing lengths you will need.
Area of a triangle (example)Finding the shaded areas of composite figures #2 (shaky camera, but the example is helpful)
- Formula can also be a = bh/2 (base times height, divided by 2)