TPT
Total:
$0.00
STEM Creations Banner

STEM Creations

Rated 4.87 out of 5, based on 120 reviews
21 Followers
Atlanta, Georgia, United States
About the store
5/2008 - Present Mathematics Lecturer Kennesaw State University 1/2007 - 5/2008 Mathematics Instuctor Georgia State University
Read more

Store categories

All resources

Preview of SAT MATH STUDY GUIDE: Quadratic functions: graphs/equations

SAT MATH STUDY GUIDE: Quadratic functions: graphs/equations

Created by
STEM Creations
SAT Mathematics is a required entrance exam to many colleges and universities. Despite its importance, many students continue to struggle in it yet this exam is based on very common basic Math principles. When these ideas are reviewed in depth, any student is bound to boost their SAT score tremendously. This study guide is based on ideas that I have used to help students study SAT Math. I have had immense success in helping students succeed. One of my students recently scored a 770/800 in the
Preview of NEW SAT  - A review Guide WITH SOLUTIONS

NEW SAT - A review Guide WITH SOLUTIONS

Created by
STEM Creations
In this New SAT Review, we present with examples the following: A. Quadratic functions and parabolas: Questions with answers B. Quadratic functions and Equations: Questions with answers C. Arithmetic and geometric sequence: Questions with answers D. Solving Ratios and proportions equations: Questions with answers
Preview of THE SURFACE AREAS OF PRISMS AND CYLINDERS

THE SURFACE AREAS OF PRISMS AND CYLINDERS

Created by
STEM Creations
The surface area of a solid object is a measure of the total area that the surface of an object occupies. This e-book details how to find the surface area of rectangular, triangular and cylindrical prisms. In geometry, a rectangular prism has 2 ends and 4 sides. Opposite sides have the same area. The surface area is the sum of the areas of all six sides. On the other hand, a triangular prism is a three-sided prism; it is a polyhedron made of a triangular base, a translated copy, and 3 faces joi
Preview of HOW TO SIMPLIFY RADICALS

HOW TO SIMPLIFY RADICALS

Created by
STEM Creations
This lesson is essential in solving Math problems in grades 9 - 12. The students will learn how to break down numbers by identifying their products. The products of these numbers must include the highest perfect square of the number. The steps involved are as follows: Step 1: Find the largest perfect square that divides the number in the radical. Step 2: Break the radical expression such that the radical of a quotient is the product of the radicals. Step 3: Simplify the product by calculatin
Showing 1-4 of 4 results

About the store

Experience

5/2008 - Present Mathematics Lecturer Kennesaw State University 1/2007 - 5/2008 Mathematics Instuctor Georgia State University

Teaching style

Lecturing: This teaching style allows me to make a presentation on some topic for a specified period of time. This usually lasts for more than one hour.

Awards & shining teacher moments

Nominated for Kennesaw State University's 2009 Distinguished Teaching Award

My own education history

Msc. Mathematics, 2008 Georgia State University Bsc. Mathematics, 1999 Kennesaw State University Bsc. Computer Science, 1998 Kennesaw State University