Instructional Video3:48
Khan Academy

Parallel Lines From Equation, Mathematics I, High School Math

7th - 9th
Here is a fairly basic video that uses three equations, each written in slope-intercept form, to determine whether the lines are parallel. Sal graphs each equation on the same coordinate plane to show how their slopes compare. The video...
Instructional Video5:15
Khan Academy

Angles of Parallel Lines 2, Angles and Intersecting Lines, Geometry

9th - 10th
This resource explores parallel lines and requires students to practice calculations and analyze angles. By asking viewers to decide whether two lines are parallel based on the information given, this second part of the parallel lines...
Instructional Video3:03
Khan Academy

Parallel Lines from Equation (Example 2), Mathematics I

7th - 9th
Can you tell, algebraically, if three lines are parallel? In this video, Sal demonstrates how to rewrite linear equations in slope-intercept form and compare the slope of each line.
Instructional Video5:15
Khan Academy

Angles of Parallel Lines 2, Angles and Intersecting Lines, Geometry

9th - 10th
Providing an exploration of parallel lines, this resource requires students to not only practice calculations, but also to analyze angles. By asking viewers to decide whether two lines are parallel based upon the information given, this...
Instructional Video
Khan Academy

SAT Prep: Test 6 Section 9 Part 1

9th - 12th
Word problems on the SAT can be some of the trickier questions. In this practice session from page 743 in The Official SAT Study Guide, Sal demonstrates how to read word problems as algebraic expressions, writing the necessary equation...
Instructional Video
Khan Academy

SAT Prep: Test 7 Section 2 Part 2

9th - 12th
Test-takers who have a hard time transitioning between math skills will find this video very helpful, as Sal moves quickly through increasingly complicated algebra and geometry problems. Not only are his math techniques top-notch, but...
Instructional Video
Khan Academy

SAT Prep: Test 2 Section 6 Part 1

9th - 12th
Using The Official SAT Study Guide, Sal begins another review session of eighteen problems, six of which are addressed in this video. The problems involve variables in linear equations, angles and parallel lines, and ratios. One problem...
Instructional Video7:12
Khan Academy

SAT Prep: Test 8 Section 8 Part 3

9th - 12th
The final video of the SAT practice series takes students through increasingly complicated algebra and geometry problems, but Sal works steadily through each mathematical process. At the end of the video he tells students that they are...
Interactive1:29
Scholastic

Study Jams! Types of Lines

4th - 9th Standards
Get jamming with lines and sing along to this karaoke that reviews the main types of lines. Your learners can't forget the main properties of lines when they sing the chorus on the karaoke song after the included slide show. The slides...
Instructional Video9:48
Khan Academy

Angles (Part 3), Angles and Intersecting Lines, Geometry

9th - 11th
As preparation for the angle game, a geometry video covers the concepts of parallel lines, transversals, slope, opposite angles,, and corresponding angles. It is the third part of a series detailing the rules and laws regarding angles.
Instructional Video2:47
Curated OER

How Do You Find a Value for x that Makes Two Lines Parallel?

9th - 11th
So you have a transversal line intersecting two parallel lines and you are looking for a value that would make two corresponding angles congruent. You have all the information needed to write an equation to find the value. So write that...
Instructional Video5:27
Curated OER

What is a Trapezoid?

5th - 8th
There are many types of parallelograms, each having specific properties. A trapezoid is a special type of quadrilateral in that it has one pair, and only one pair, of parallel lines. Take a look at some of the other quadrilaterals and...
Instructional Video3:29
Curated OER

How Do You Find a Value for x that Makes Two Lines Parallel?

6th - 12th
So you have a transversal line intersecting two parallel lines and you are looking for a value that would make two corresponding angles congruent. You have all the information needed to write an equation to find the value. So write that...
Instructional Video1:42
Curated OER

What are Parallel Lines?

3rd - 6th
Parallel lines never intersect. That's right, NEVER! They are in the same plane but never touch. The instructor illustrates many types of lines and shows you how parallel lines don't ever cross.
Instructional Video3:10
Curated OER

How Do You Graph a System of Equations With No Solution?

8th - 11th
Two equations. What's the solution to this system? How can you solve it? Can you write the two equations in slope-intercept form? Yes, you can. Now graph each equation. Look, the lines are parallel. What does that mean? That means there...
Instructional Video4:42
Curated OER

How Do You Find Missing Angles in a Transversal Diagram?

6th - 10th
Parallel lines with a transversal and one given value, find the value of the other seven angles. There are many geometric terms about angles and lines to know the meaning of and understand their relationship to each other. Understanding...
Instructional Video6:22
Curated OER

What is a Transversal?

6th - 11th
There are two parallel lines intersected by one straight line, what's that one line called? A transversal. There are a few more things to know about transversal lines and the angles they create. What are vertical angles? Are they...
Instructional Video1:42
Curated OER

What Are Parallel Lines?

8th - 9th
What kind of lines have equal slopes, equal incline or decline, and equal rise over run? Yes! Parallel lines. What are parallel lines? They are lines on a graph that go on and on and on forever and never touch each other. Watch this...
Instructional Video4:48
Virtual Nerd

What is the Triangle Sum Theorem?

6th - 9th
If you add the value of the three interior angles in a triangle will it equal 180 degrees? Yes it will. The instructor illustrates and proves the Triangle Sum Theorem. Follow closely as she explains her proof.