Pupil outcome: I can draw polygons specified by coordinates in the first quadrant. Key learning points: - The first digit in the coordinate gives the horizontal distance from the origin along the x-axis. - The second digit in the...

Pupil outcome: I can calculate the length of a line segment on a coordinate grid in all four quadrants or using the coordinate pairs. Key learning points: - Any line segment can be turned into a right-angled triangle by adding two lines...

Pupil outcome: I can apply trigonometric ratios to practical situations including angles of elevation and depression. Key learning points: - Trigonometric ratios are used in many scenarios - Trigonometric ratios are used to calculate the...

Pupil outcome: I can use my knowledge of trigonometry to solve problems. Key learning points: - Non right-angled trigonometry can be applied in various contexts - It has the potential to be applied whenever a triangle can be drawn

Pupil outcome: I can understand how maths is used in the construction industry. Key learning points: - Costs can be minimised by efficiently calculating material requirements - Electricians need to be able to use Ohm's law - An...

Pupil outcome: I can use my knowledge of plotting coordinates to solve problems. Key learning points: - You can describe the relationship between coordinate pairs in words. - It is possible to identify points which do or do not follow a...

Pupil outcome: I can use the properties of a range of polygons to deduce the perimeters of compound shapes, including generalising a perimeter formula where appropriate. Key learning points: - You can identify how to find the perimeter...

Pupil outcome: I can read and interpret points from a graph to solve problems. Key learning points: - If you have one value, you can use a linear graph to find its pair. - The pair of values will satisfy the linear equation. - If the x...

Pupil outcome: I can calculate perimeter and area of shapes on coordinate grids. Key learning points: - Shapes on coordinate grids do not often have their measurements clearly written. - Instead, you are expect to calculate the desired...

This content provides a detailed analysis of a projectile motion problem, using the scenario of an "angry bird" passing over two posts. It demonstrates how to determine the time of flight to reach a specific height using vertical...

How do I graph sin and cos? In this video, we use the unit circle to derive the graphs for sine and cosine. These periodic functions are very similar, but there are some slight differences.

In this video, we continue our AP Physics 1 review by diving into kinematics and projectile motion. In this lesson, we walk through several multiple-choice problems related to projectile motion, which are similar to what you can expect...

When you need to find the distance between two points, one if the easiest and fastest ways is to plot the points and use the pythagorean theorem.

In this video I will show you how to find the midpoint between two points



⭐️ Find the endpoint given the midpoint -    • Students Get Confused Finding th
e End...  
✅ New Videos on aGeometry -...

In this video I will help you figure out how to find the midpoint between two points by using a graphical approach as well as the midpoint formula.



🔥Applying the distance formula to find the distance between two points -...

In this video, we continue our AP Physics 1 review by diving into kinematics and projectile motion. In this lesson, we walk through several multiple-choice problems related to projectile motion, which are similar to what you can expect...

In this video, the teacher explains how to graph absolute value functions using a T chart. They demonstrate how to find the absolute value of a number and address common misunderstandings. The teacher then applies these concepts to...

A formal proof of the parallel axis theorem. It's really useful for finding moments of inertia of composite objects and also objects which aren't rotating around the center of mass.

The video provides a clear explanation of the sine, cosine, and tangent functions and their corresponding graphs. It starts by introducing the unit circle and how it relates to the functions. Then, it explains the formulas for each of...

Position is a vector that describes where a point is. The point is described by 3 orthogonal distances from a fixed axis: x, y and z. The position vector is denoted as *R*<b<br/>r/>

This video shows how to calculate the shear force diagrams and bending moment diagrams of a bar under some concentrated loads. I allude to the formulas dM/dx = V at the end, but solve for the values from scratch by drawing and analyzing...

ACT SAT Prep Learn to determine the distance between a point and a line

Learn how to write the equation of a circle. A circle is a closed shape such that all points are equidistance (equal distance) from a fixed point. The fixed point is called the center of the circle while the distance between any point of...

Timestamps: 0:00 Intro 2:46 Find the Perimeter 6:10 Find the Area Corrections: 4:02 Coordinate Point should be (2,3) Answer is correct as graphed 4:48 Coordinate Point should be (2,3) Answer is correct as graphed