Mr. Heaton's Math Lab

Empowering students to excel in math! Join us for tips, tutorials, tutoring and Math Academy. Unlock your math potential with Mr. Heaton's Math Lab!

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Which Algebra 1 topic should I teach first?

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Absolute Value in Real Life: Soccer Ball Weight

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Solving Absolute Value Equations Step-by-Step

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Solving Absolute Value Equations

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Simplifying Exponents: One Problem, All the Rules

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Exponents: Power of a Power Explained

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Exponent Rules Made Simple

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

How to Multiply Variables with Exponents

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Find the Missing Side with the Pythagorean Theorem

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Proving the Pythagorean Theorem with Similar Triangles

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Proving the Pythagorean Theorem with Triangles

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Master Polynomial Long Division — Fast

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Divide Cubic Polynomials Step-by-Step

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Cracking Polynomial Long Division (Step-by-Step!)

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

This one’s a great PEMDAS challenge!
We simplify
(3·(4 − 2)³ − 2·6)² + 7·4 − 5²
by carefully handling nested parentheses, exponents, and multiple operations — one step at a time.
A perfect example of why organization matters when expressions get complex.
#Education #Mathematics #Algebra

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

This expression looks simple at first — but order of operations matters!
In this reel, we simplify an expression using PEMDAS, focusing on exponents and multiplication before moving to addition and subtraction.
Perfect practice for students who rush and want to learn how to slow down, stay organized, and get the right answer every time.

#Education #math #Algebra

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Let’s simplify the expression
(6 − 2)² − 7·2 + 7
by carefully following PEMDAS — parentheses first, then exponents, multiplication, and finally addition and subtraction.
This reel shows how slowing down and following the order of operations helps you avoid common mistakes and build confidence in algebra.
📘 Follow Mr. Heaton’s Math Lab for clear, step-by-step math explanations.

#math #Algebra #educational

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

This one’s a great challenge! We simplify
(1/4(6·2/3)³ − (10−2)/(5−3))² + 8²/(12−4)²
by carefully following PEMDAS and keeping everything organized.
This reel shows how to handle nested parentheses, exponents, and fractions without rushing or guessing. Perfect practice for Algebra students and test prep.

#math #Algebra #Education

[Mr. Heaton's Math Lab @Mr_H_Math_Lab]

Let’s simplify this expression step-by-step using PEMDAS (Parentheses, Exponents, Multiplication & Division, Addition & Subtraction):
25/6((9−3)/(8−3))² + 8 − 2³
Follow along as we carefully evaluate parentheses, exponents, and fractions to avoid common mistakes. Perfect for students who want to slow down and really understand order of operations.
📘 Follow Mr. Heaton’s Math Lab for clear, confidence-building math.
#math #Algebra