Instructional Video12:06
TED Talks

TED: The "adjacent possible" -- and how it explains human innovation | Stuart Kauffman

12th - Higher Ed
From the astonishing evolutionary advances of the Cambrian explosion to our present-day computing revolution, the trend of dramatic growth after periods of stability can be explained through the theory of the "adjacent possible," says...
Instructional Video4:45
TED-Ed

TED-ED: Can you solve the seven planets riddle? - Edwin F. Meyer

Pre-K - Higher Ed
Your interstellar police squad has tracked a group of criminals to a cluster of seven planets. Now you must apprehend them before their reinforcements arrive. Of course, the fugitives won't just stay put _ they'll try to dodge you by...
Instructional Video2:38
Curated Video

How to Navigate Cells, Rows & Columns in Excel

9th - Higher Ed
Howcast - Learn basic navigation of cells, rows and columns in this Howcast Excel tutorial with expert Shir Moscovitz.
Instructional Video3:01
Curated Video

How to Massage the Head for Sinus Relief

9th - Higher Ed
Howcast -Learn how to massage the head to relieve sinus pressure in this Howcast video featuring massage therapist Judie Rhed Yim.
Instructional Video19:26
Curated Video

Explain the relationship between adjacent multiples of seven

Pre-K - Higher Ed
Pupil outcome: I can explain the relationship between adjacent multiples of seven Key learning points: - Adjacent multiples of 7 have a difference of 7 - If you add 7 to a multiple of 7 you get the next multiple of 7 - If you subtract 7...
Instructional Video24:18
Curated Video

Explain the relationship between adjacent multiples of three

Pre-K - Higher Ed
Pupil outcome: You can explain the relationship between adjacent multiples of three Key learning points: - Adjacent multiples of 3 have a difference of 3. - If you add 3 to a multiple of 3 you get the next multiple of 3. - If you...
Instructional Video21:42
Curated Video

Explain the relationship between adjacent multiples of six

Pre-K - Higher Ed
Pupil outcome: I can explain the relationship between adjacent multiples of six Key learning points: - Adjacent multiples of 6 have a difference of 6 - If you add 6 to a multiple of 6 you get the next multiple of 6 - If you subtract 6...
Instructional Video19:07
Curated Video

Explain the relationship between adjacent multiples of eight

Pre-K - Higher Ed
Pupil outcome: I can explain the relationship between adjacent multiples of eight. Key learning points: - Adjacent multiples of 8 have a difference of 8 - If you add 8 to a multiple of 8 I get the next multiple of 8 - If you subtract 8...
Instructional Video19:04
Curated Video

Explain the relationship between adjacent multiples of four

Pre-K - Higher Ed
Pupil outcome: I can explain the relationship between adjacent (neighbouring) multiples of four. Key learning points: - Adjacent multiples of 4 have a difference of 4 - If you add 4 to a multiple of 4 you get the next multiple of 4 - If...
Instructional Video24:54
Curated Video

Explain the relationship between adjacent multiples of nine

Pre-K - Higher Ed
Pupil outcome: I can explain the relationship between adjacent multiples of nine. Key learning points: - Adjacent multiples of nine have a difference of 9 - If you add 9 to a multiple of nine you get the next multiple of nine. - If you...
Instructional Video25:23
Curated Video

Partition one of the factors in a multiplication equation using representations

Pre-K - Higher Ed
Pupil outcome: I can partition one of the factors in a multiplication equation in different ways using representations. Key learning points: - We can easily calculate multiples of a number by adding on or subtracting that number from an...
Instructional Video20:08
Curated Video

Checking and securing understanding of cosine problems

Pre-K - Higher Ed
Pupil outcome: I can use the cosine ratio to find the missing side or angle in a right-angled triangle. Key learning points: - The cosine ratio involves the hypotenuse, adjacent and the angle - If you know the length of the hypotenuse...
Instructional Video23:11
Curated Video

Using the cosine ratio

Pre-K - Higher Ed
Pupil outcome: I can use the cosine ratio to find the missing side or angle in a right-angled triangle. Key learning points: - The cosine ratio involves the hypotenuse, adjacent and the angle. - If you know the length of the hypotenuse...
Instructional Video25:28
Curated Video

Using the tangent ratio

Pre-K - Higher Ed
Pupil outcome: I can use the tangent ratio to find the missing side or angle in a right-angled triangle. Key learning points: - The tangent ratio involves the opposite, adjacent and the angle. - If you know the length of the opposite and...
Instructional Video23:04
Curated Video

Checking and securing understanding of tangent ratio problems

Pre-K - Higher Ed
Pupil outcome: I can use the tangent ratio to find the missing side or angle in a right-angled triangle. Key learning points: - The tangent ratio involves the opposite, adjacent and the angle - If you know the length of the opposite and...
Instructional Video29:26
Curated Video

Tangent ratio

Pre-K - Higher Ed
Pupil outcome: I can derive the tangent ratio from the sides of a right-angled triangle. Key learning points: - When the adjacent has a length of one, the opposite side has a length of tan⁡(θ). - You can apply a scale factor to this...
Instructional Video30:48
Curated Video

Scaling the right-angled triangle from the unit circle

Pre-K - Higher Ed
Pupil outcome: I can recognise the right-angled triangle within a unit circle and use proportion to scale to similar triangles. Key learning points: - There are specific ratios within the two key right-angled triangles defined by the...
Instructional Video31:29
Curated Video

Sine and cosine ratios

Pre-K - Higher Ed
Pupil outcome: I can derive the sine and cosine ratios from the sides of a right-angled triangle. Key learning points: - When the hypotenuse has a length of one, the opposite side has length sin⁡(θ) - When the hypotenuse has a length of...
Instructional Video7:12
Curated Video

How to graph Tangent and Cotangent (with asymptotes and zeros)

6th - Higher Ed
How do you graph y=tan(x) and y=cot(x)? Why do the graphs look the way they do? How do I know where the asymptotes and zeros are for each graph? This video answers all these questions and derives the graphs for these two periodic trig...
Instructional Video12:39
Curated Video

The Sine Rule in Trigonometry.

9th - Higher Ed
Welcome to our complete high school mathematics tutorial series! Whether you’re a student preparing for exams, a teacher seeking additional resources, or a parent helping your child succeed in math, these videos cover a wide range of...
Instructional Video2:51
Seven Dimensions

Expert Evidence: Case Studies Part 6

Higher Ed
In this scenario, the barrister is asking the expert about a sample taken from a corridor in a crime scene. The expert is being asked to explain the process of taking a control sample to verify that a positive reaction (indicating the...
Instructional Video1:00
Curated Video

Plate boundary

6th - 12th
Boundaries where the Earth's tectonic plates meet, where crust can be made, destroyed, and deformed as adjacent plates move. A Twig Science Glossary Film. Key scientific terms defined in just 60 seconds using stunning images and concise...
Instructional Video0:46
Curated Video

Phloem

6th - 12th
The tube-like tissue in plants that carries nutrients, including sugar and proteins, from cells in which they are made to where they are needed elsewhere in the plant. A Twig Science Glossary Film. Key scientific terms defined in just 60...
Instructional Video11:33
Curated Video

Vertical, Complementary and Supplementary Angles

9th - 12th
In this math video we will identify and use facts about vertical, complementary & supplementary angles to solve problems. We will review the definition of an angle. We will draw an angle from two rays and a vertex. We will draw...