Instructional Video3:13
Curated Video

Representing Fractions by Dividing a Whole into Equal Parts

K - 5th
This lesson emphasizes the importance of ensuring that the parts are equal when dividing a whole into fractions. The teacher demonstrates various ways to divide a candy bar equally among friends and encourages students to think...
Instructional Video7:54
Let's Tute

Trapezium and Kites - Properties

9th - Higher Ed
A plane figure with four sides and four angles is called a Quadrilateral. Let's learn its different types: Parallelogram, Trapezium & Kite in this session
Instructional Video3:45
Curated Video

Demonstrating Circle Similarity Using Translations and Dilations

K - 5th
In this video, we review the concept of similarity, where corresponding angles are congruent and corresponding sides are proportional. This lesson helps students understand the criteria for similarity and how it applies specifically to...
Instructional Video6:25
TMW Media

Volume Of Prisms And Pyramids: The formula of a pyramid

K - 5th
What is the formula a pyramid? How do you calculate the volume of a pyramid? Volume Of Prisms And Pyramids, Part 5
Instructional Video4:17
Curated Video

Finding the Area of Complex Shapes

K - 5th
In this video, students learn how to find the total area of a complex shape by breaking it down into simpler shapes and counting the square units. The video emphasizes the importance of finding the area of each individual shape and then...
Instructional Video4:20
Curated Video

The Distributive Property

3rd - 5th
Rewrite an expression using the distributive property.
Instructional Video16:04
Curated Video

C++ Developer - A Rectangle Class

Higher Ed
This video focuses on a rectangle class. This clip is from the chapter "Introduction to Classes and Objects" of the series "The Complete C++ Developer Course".This section introduces classes and objects.
Instructional Video4:12
TMW Media

Area of Prisms: The surface area of a cube

K - 5th
How do you calculate the surface area of a cube? Area of Prisms, Part 4
Instructional Video4:18
FuseSchool

Quadrilaterals

6th - Higher Ed
What do these shapes all have in common?They are all 2 dimensional, 4 sided-shapes, with 4 angles.These are known as quadrilaterals. Quad means four Lateral means sidesIn this video we are going to look at the properties of...
Instructional Video10:33
msvgo

Quadrilaterals and other polygons

K - 12th
It defines a quadrilateral and its types. It explains the properties of each type of quadrilateral and other polygons such as pentagon, hexagon and so on.
Instructional Video4:55
Curated Video

Graphing and Solving Mathematical Problems on a Coordinate Plane

K - 5th
This video demonstrates how to find the distance between points using absolute value and provide examples of finding the length and width of rectangles on the coordinate plane. This lesson helps students develop their graphing and...
Instructional Video5:03
msvgo

Introduction to Area

K - 12th
This nugget explains the concept of area and demonstrates how to calculate the area of different shapes and figures.
Instructional Video5:16
KnowMo

Area of Triangles

12th - Higher Ed
In this video lecture, the presenter explains the concept of area and how it is calculated by multiplying two side lengths together. The focus of the lecture is on the area of triangles and how it is closely linked to the area of a...
Instructional Video2:56
TMW Media

Area Of Triangles: The formula to calculate the area of a triangle

K - 5th
What is the area of a rectangle? How would you calculate the area of a triangle using a rectangle? What is the area of a triangle? Area Of Triangles, Part 1
Instructional Video3:39
TMW Media

Shapes & Colors: More real world items of different shapes and colors

K - 5th
How shapes and colors fit in the real world. Shapes & Colors, Part 8
Instructional Video2:40
FuseSchool

What Are Polygons

6th - Higher Ed
CREDITS Animation & Design: Peter van de Heuvel Narration: Lucy Billings Script: Lucy Billings The word polygon comes from Greek. Poly means “many” and Gon means “angles”. Polygon = many angles. Polygons are 2-dimensional shapes, that...
Instructional Video2:44
Curated Video

Calculating the Area of a Rectangle Using Square Units

K - 5th
This video provides a lesson on how to determine the area of a rectangle by using square units. It explains the concept of a plane figure and the attributes used to describe it. The video also distinguishes between area and perimeter and...
Instructional Video6:06
Professor Dave Explains

Calculating the Area of Shapes

12th - Higher Ed
How to calculate area.
Instructional Video8:43
Learning Mole

Area

Pre-K - 12th
This animated math video lesson is all about finding the area. Students will love this engaging and interactive video that takes them step-by-step on how to find the area of a number of different shapes/angles.
Instructional Video4:43
Curated Video

Finding Area of a Rectangle by Decomposing It into Smaller Rectangles

K - 5th
This video teaches how to simplify finding the area of a rectangle by breaking it down into smaller rectangles. It explains how to use decomposition to turn one of the side measurements into smaller, easier-to-multiply numbers. The video...
Instructional Video1:54
Ferly Playground

Let's Learn Shapes

Pre-K - K
Momolu teaches basic shapes with the help of his friends.
Instructional Video9:25
KnowMo

Introduction to Venn Diagrams

9th - Higher Ed
The video is a lecture on Venn diagrams, which are tools used to visualize sets and their elements. The presenter explains the different components of a typical Venn diagram, such as the Universal Set, individual sets represented by...
Instructional Video5:00
Curated Video

The Golden Ratio: The Divine Proportion in Nature and Art

Pre-K - Higher Ed
Since the time of the ancient Greeks, there was a belief in the divine property of numbers. Some held that number held the secret to aesthetics and the very nature of the universe itself. Let’s learn about the golden ratio.
Instructional Video7:46
Professor Dave Explains

What is Integration? Finding the Area Under a Curve

12th - Higher Ed
An introduction to the concept of integration.