Interactive3:08
Scholastic

Study Jams! Percents

5th - 7th Standards
Sam's mom is a bowling woman and her birthday is around the corner. Can Sam afford the shirt in the store window for her? Mia helps him solve a multi-step percent problem to figure it out!
Instructional Video3:56
Khan Academy

Ratio And Proportion

7th - 10th Standards
Both intuitive and logistical steps bring Sal and the viewers to the correct answers in these problems using ratio and proportion. An equation with ratios introduces the video, and the skills from that problem lend well to the word...
Instructional Video5:25
Khan Academy

Representing a Number as a Decimal, Percent, and Fraction 2, Decimals, Pre-Algebra

5th - 7th Standards
There are two Khan Academy videos on representing numbers as decimals, percents, and fractions. This one shows students how to represent a fraction as a decimal and a percent. Sal demonstrates the process used to convert the fraction 7/8...
Instructional Video4:27
Khan Academy

Order of Operations Example, Arithmetic Properties, Pre-Algebra

5th - 7th Standards
This resource shows how to evaluate complex statements using the order of operations. Mr. Khan explains that parentheses take precedence, followed by exponents, then multiplication and division, and finally addition and subtraction,...
Instructional Video8:34
Mathispower4u

Solve One Step Equations with Fractions

8th - 11th Standards
Fractions do not cause a different process. Pupils watch as the narrator solves five one-step equations that contain fractions. The scholars see that the process is the same, though they need to use fraction arithmetic to arrive at a...
Instructional Video6:08
Mathispower4u

Solving Equations Using the Story of x (Part 2)

8th - 11th Standards
The story continues with more complex equations. Learners see that using the story method works even with multi-step equations. Pupils learn the process of undoing a description of a multi-step expression to solve an equation containing...
Instructional Video19:42
2
2
Flipped Math

Modeling with Quadratics

9th - 10th Standards
Do some interpretive modeling. Class members watch three examples of interpreting key features of a graph of a quadratic to find solutions to a real-world problem. Learners review how to find the key features on a graph using technology...
Instructional Video6:27
Mathispower4u

Solving Equations Using the Story of x (Part 1)

8th - 11th Standards
Tell the story of solving an equation. With words and symbols, viewers learn to describe what is happening in an equation. Using that description, pupils reverse the story to arrive at the value of x that makes the equation true.
Instructional Video5:02
Mathispower4u

Solve a One Step Equation by Multiplying by Reciprocal (a/b)x=-c/d (Example)

8th - 11th Standards
There is more than one way to solve an equation. Scholars watch as the presenter solves a one-step equation with fraction multiplication two different ways. Viewers see how to use a reciprocal to solve the equation and also how to clear...
Instructional Video8:40
Mathispower4u

Solving One Step Equations Involving Decimals

8th - 11th Standards
Reviewing material and learning new concepts can exist together. Learners watch as the video shows how to solve four equations containing decimals. Each one-step equation involves a different operation. Because each equation's solution...
Instructional Video3:33
Mathispower4u

Solving One Step Equations Using Addition and Subtraction (Decimals)

8th - 11th Standards
Deal with an equation that is not all whole. Pupils watch as the short video shows solving two one-step equations containing decimals. One equation involves addition and the other subtraction. As with whole numbers, the decimal equations...
Instructional Video2:33
Mathispower4u

Determine a Basic Piecewise Defined Function

8th - 11th Standards
Not all functions have the same equation throughout. Learners see a word problem that requires more than one equation to model the situation. The video from the Mathispower4u Algebra 1 series introduces the concept of piecewise defined...
Instructional Video4:33
Corbett Maths

Forming and Solving Equations

6th - 8th Standards
Age becomes a problem. Learners see how to set up and solve age word problems. The video goes through two examples of word problems relating the ages of people. The first example uses the relationship between the ages of two people and...
Instructional Video3:36
Mathispower4u

Literal Equation Application - Perimeter of a Rectangle (Example)

6th - 8th Standards
Determine the dimensions of a rectangle knowing the perimeter. Pupils find a method to determine the length of a rectangle given the perimeter. The video shows how to solve the perimeter equation for the length. Scholars see how to use...
Instructional Video2:52
Mathispower4u

Find an Age Given An Average Age and Relationship Between Two Ages (Example)

6th - 8th Standards
Apply solving linear equations to averages. A helpful video presents an average age problem given two unknown ages. Pupils learn how to set up the problem from the given information. They see how the equation is reduced to a two-step...
Instructional Video2:20
Mathispower4u

Find the Height of a Triangle Given Area (Even Base) (Example)

6th - 8th Standards
Develop a method to find an unknown measurement. Learners watch a video as the narrator presents an example of finding the height of a triangle knowing the base and area. The example shows how to take a half of the base to arrive at a...
Instructional Video3:01
Mathispower4u

Find the Height of a Triangle Given Area (Odd Base) (Example)

6th - 8th Standards
Sometimes math requires dealing with fractions. An instructional video shows how to substitute into a formula and solve for an unknown measure. Pupils watch as the presenter determines the height of a triangle even when the length of the...
Instructional Video6:21
Corbett Maths

Forming Equations Involving Perimeter or Angles

6th - 8th Standards
Use perimeter and angle measures to practice solving equations. Pupils see two geometry applications of solving two-step equations. The video works one example involving perimeter and two with the sum of angles in a quadrilateral and a...
Instructional Video6:17
Mathispower4u

Find the Height of a Triangle Given Area (Odd Base and Decimal Area) (Example)

6th - 8th Standards
There is more than one way to find the height of the triangle. Scholars view a video that finds the height of a triangle given the area and the base. The example involves fractions and decimals as the presenter shows how to solve the...
Instructional Video2:27
Mathispower4u

Find the Height of a Rectangle Given the Area (Example)

6th - 8th Standards
Just how long is that rectangle? Pupils watch a short example on finding the base of a rectangle. The video shows how to use the formula for area to solve for an unknown measure knowing the other two.
Instructional Video2:32
Mathispower4u

Polynomial Subtraction Application - Length (Example)

8th - 11th Standards
Cut a piece of molding by subtracting polynomials. Pupils watch a video as the presenter works through an example of a word problem involving the subtraction of polynomials. The problem involves finding the remaining length of a piece of...
Instructional Video2:20
Mathispower4u

Determine the Area of a Shaded Region Using a Polynomial (Example)

8th - 11th Standards
Looking at area with a hole. Using algebraic expressions as dimensions, learners see how to calculate the area of a rectangle that contains a square hole. The instructional video shows how to create a single expression for the area of...
Instructional Video5:06
Mathispower4u

Express an Area as an Expression by Decomposing Area (Example)

8th - 11th Standards
Cut the area into two. Pupils see how to use algebraic expressions to find the area of a composite figure. The video breaks the figure into two rectangles and finds the missing lengths to find the area. After multiplying the dimensions,...
Instructional Video4:48
Mathispower4u

Hooke's Law - Direction Variation Application

8th - 11th Standards
Get a direct stretch from a spring. The presentation shows how Hooke's law uses direct variation. Scholars see how to calculate the spring constant for a spring given a stretch distance and a force. Individuals then use the spring...