VaaraVaara Classroom

Videos Practice Progress

Loading video…

Loading…

Loading video…

Substitute a Number Without Changing the Expression's Structure

Ask Vaara

Your maths helper for this video

Loading…

Expressions using Letter-Numbers · Evaluating algebraic expressions · 3:03

You'll learn: Replace the letter with a number but keep every operation of the expression unchanged.

Up next

14 videos

Now playing

Substitute a Number Without Changing the Expression's Structure

3:03

Playing

Substitute a Number Without Changing the Expression's Structure

You'll learn: Replace the letter with a number but keep every operation of the expression unchanged.

Now playing

Same topic

Evaluating algebraic expressions

1

How Does an Expression's Value Change with Its Input?
3:17
How Does an Expression's Value Change with Its Input?
You'll learn: Substitute different inputs to see how the value of an expression changes.

Next topic

Angles at an intersection

2

Why Do Adjacent Angles on a Line Add to 180°?
3:04
Why Do Adjacent Angles on a Line Add to 180°?
You'll learn: Adjacent angles that form a straight line together make 180°.
Why Are Vertically Opposite Angles Equal?
3:10
Why Are Vertically Opposite Angles Equal?
You'll learn: A single equality proof needs the linear-pair deductions to remain visible.

Next topic

Geometric facts versus measurements

1

Why Does Measuring a Diagram Not Prove a Geometric Fact?
3:38
Why Does Measuring a Diagram Not Prove a Geometric Fact?
You'll learn: Measuring a drawing can suggest a fact, but drawings are imperfect, so a proof is needed.

Next topic

Perpendicular lines

1

Why Do Four Equal Intersection Angles Make Perpendicular Lines?
3:22
Why Do Four Equal Intersection Angles Make Perpendicular Lines?
You'll learn: If four angles at an intersection are equal, each is 90°, so the lines are perpendicular.

Next topic

Parallel lines and segment intersections

2

When Do Segments Meet—and What Happens If We Extend Them?
3:22
When Do Segments Meet—and What Happens If We Extend Them?
You'll learn: Segments can meet at endpoints, midpoints or interior points, and extending them can create new meeting points.
Why Must Parallel Lines Lie in the Same Plane?
3:15
Why Must Parallel Lines Lie in the Same Plane?
You'll learn: Lines that never meet but lie in different planes are not parallel; parallel lines must share a plane.

Next topic

Lines through paper folding

2

Make Parallel and Perpendicular Creases by Folding
3:27
Make Parallel and Perpendicular Creases by Folding
You'll learn: Fold paper to make parallel and perpendicular creases and spot the repeating pattern.
Read Parallel-Line Arrows and Right-Angle Squares
3:37
Read Parallel-Line Arrows and Right-Angle Squares
You'll learn: Arrows mark parallel lines and a small square marks a right angle in diagrams.

Next topic

Transversals and distinct angle measures

1

Why Do Eight Transversal Angles Have at Most Four Measures?
3:27
Why Do Eight Transversal Angles Have at Most Four Measures?
You'll learn: A transversal makes eight angles from two vertically opposite pairs at each crossing, so at most four different measures.

Next topic

Corresponding angles and parallelism

2

Find Corresponding Angles on Parallel Lines
3:32
Find Corresponding Angles on Parallel Lines
You'll learn: When lines are parallel, angles in matching positions at the two crossings are equal.
Use Corresponding Angles to Test Whether Lines Are Parallel
3:26
Use Corresponding Angles to Test Whether Lines Are Parallel
You'll learn: If corresponding angles are equal the lines are parallel; if they differ, the lines meet somewhere.

Next topic

Drawing parallel lines

2

Draw a Parallel Line with a Ruler and Set Square
3:21
Draw a Parallel Line with a Ruler and Set Square
You'll learn: Slide a set square along a ruler to draw a line parallel to a given line.
Create Parallel Lines by Paper Folding
3:24
Create Parallel Lines by Paper Folding
You'll learn: Fold paper twice at right angles to create parallel lines.