STEM Resource Center

Foiling doesn't have to be dull- and why not pair it with some history? This worksheet accomplishes that- students practice foiling, addition, and learning some interesting facts about a historical figure. A trifecta! This copyrighted work is only for use in the classroom of the teacher who purchased it, no sharing with other teachers, though feel free to provide them a link where they can purchase it too, thanks!

Teach your students related rates easily and quickly. This is one of my favorite topics, and I hope to pass that on to your students. In this packet you'll find four carefully worked out problems to demonstrate changing area, volume, and distance, followed by 15 practice problems which vary in difficulty. These problems are appropriate for regular Calculus, AP Calculus AB and BC. Thanks for your purchase, this work is copyrighted and only for use in the classroom of the teacher who purchases it

This packet walks students through every step of u-substitution on four problems, ranging from common u-substitution to less common applications. All integrals in this packet are indefinite. I'll be posting one on definite integrals soon, stay tuned! This packet shows students how to accomplish u-substitution on less obvious u-sub problems like integrating the below function: f(x) = x(2x-7)^(1/4) Besides the four carefully worked out problems, there are 18 practice problems which should provide

Factoring doesn't have to be dull- and why not pair it with some history? This worksheet accomplishes that- while students practice factoring, they also learn some interesting facts about a historical figure. This copyrighted work is only for use in the classroom of the teacher who purchased it, no sharing with other teachers, though feel free to provide them a link where they can purchase it too, thanks!

You've likely heard whispers of this method throughout the hallowed halls of your educational institution, but certain teachers have been reluctant to divulge its secrets... Yes, it's a really fast and easy way of factoring quadratics with leading coefficients that don't equal '1.' For example, want to factor 8x^2 + 6x – 9 without a hint of guesswork? This presentation will show you(and your students) how to do it, quickly and easily. And no, it won't involve the quadratic equation! This copyri