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Percent Increase and Decrease Quiz

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Preview of Adding and Subtracting Scalar Multiples of Matrices | Boom Cards

Adding and Subtracting Scalar Multiples of Matrices | Boom Cards

Help students practice adding and subtracting scalar multiples of matrices with this 15-card Boom Card deck. Students first multiply matrices by given scalars, then combine the resulting matrices by adding or subtracting corresponding elements. This deck reinforces multiple skills at once— scalar multiplication and matrix operations—while helping students stay organized through multi-step problems. The interactive format makes it ideal for Algebra 2 or Precalculus, whether used for independen
Preview of Adding and Subtracting Complex Numbers | Boom Cards

Adding and Subtracting Complex Numbers | Boom Cards

Help students practice adding and subtracting complex numbers with this 15-card Boom Card deck. Students combine real parts and imaginary parts separately to simplify each expression and write answers in standard form (a + bi). Problems include both addition and subtraction, helping students build confidence working with expressions that involve the imaginary unit iii. This deck reinforces proper organization of terms and strengthens understanding of how complex numbers behave under operation
Preview of Adding and Subtracting Matrices | Boom Cards

Adding and Subtracting Matrices | Boom Cards

Help students practice adding and subtracting matrices with this 15-card Boom Card deck. Students perform operations by combining corresponding elements in matrices of the same dimensions and simplifying their answers. Problems include both addition and subtraction of matrices, reinforcing the importance of matching positions (rows and columns) when performing operations. This deck helps students build accuracy and confidence working with matrices in a clear, step-by-step format. Perfect for
Preview of Multiplying Two Matrices | Fill in the Blanks Boom Cards

Multiplying Two Matrices | Fill in the Blanks Boom Cards

Help students master multiplying two matrices with this 15-card Boom Card deck. Students multiply matrices by finding the dot product of rows and columns to determine each entry in the resulting matrix. Problems guide students through the process of checking matrix dimensions, organizing their work, and carefully calculating each value in the product matrix. This deck builds both conceptual understanding and procedural fluency with matrix multiplication. Perfect for Algebra 2 or Precalculus,
Preview of Finding the Determinant of a Matrix (2×2 Only) | Boom Cards

Finding the Determinant of a Matrix (2×2 Only) | Boom Cards

Help students practice finding the determinant of a matrix with this 15-card Boom Card deck focused on 2×2 matrices only. Students use the determinant formula to multiply and subtract values to find each solution. Problems are designed to build confidence with the process while reinforcing accuracy and attention to detail. By focusing only on 2×2 matrices, this deck provides clear, targeted practice that helps students master the foundational concept before moving on to more complex cases. Pe
Preview of Simplifying Radical Expressions with Imaginary Numbers | Boom Cards

Simplifying Radical Expressions with Imaginary Numbers | Boom Cards

Help students build confidence simplifying radicals that involve imaginary numbers with this 15-card Boom Card deck. Students simplify square roots of negative numbers by factoring out perfect squares and rewriting expressions using the imaginary unit i. Problems guide students to recognize when radicals produce imaginary results and simplify expressions into simplest radical form. This deck reinforces connections between radicals and complex numbers while strengthening algebraic reasoning. P
Preview of Multiplying a Scalar by a Matrix | Fill-in-the-Blank Boom Cards

Multiplying a Scalar by a Matrix | Fill-in-the-Blank Boom Cards

Give students targeted practice multiplying a scalar by a matrix with this 15-card fill-in-the-blank Boom Card deck. Students multiply each element of a matrix by a given scalar and complete missing values to correctly form the resulting matrix. The fill-in-the-blank format encourages students to focus on each individual entry, reinforcing accuracy and understanding of how scalar multiplication affects every element in the matrix. Problems include a variety of matrix sizes and positive/negati
Preview of Adding & Subtracting Complex Numbers | Boom Cards, Google Slides & Task Cards

Adding & Subtracting Complex Numbers | Boom Cards, Google Slides & Task Cards

Make practicing operations with complex numbers engaging and flexible with this comprehensive activity bundle! This resource includes both digital and printable options to help students build confidence adding and subtracting complex numbers. Students will practice combining real and imaginary parts and writing their answers in standard form (a + bi). These activities are designed to reinforce understanding while providing meaningful, structured practice. What’s Included: ✔ 15 Self-Checking Bo
Preview of Bilingual Canva Lesson Learn Spanish Numbers 1–5 Activity (Worksheet + Video)

Bilingual Canva Lesson Learn Spanish Numbers 1–5 Activity (Worksheet + Video)

Make learning Spanish fun and engaging with this hands-on Canva design activity! In this beginner-friendly lesson, students practice Spanish numbers 1–5 while learning basic Canva design skills. Students follow a step-by-step bilingual video tutorial (English & Spanish) to customize a Canva template by adding their name, translating vocabulary, and using Canva tools such as adding elements, duplicating images, and resizing graphics. This activity combines language learning, creativity, and
Preview of Sum of Even Numbers Visual Proof - Interactive Math Activity

Sum of Even Numbers Visual Proof - Interactive Math Activity

Watch the even-number sum formula come alive.This animated visual proof shows students exactly why 2 + 4 + 6 + ... + 2n = n(n+1). Through step-by-step animated dot diagrams, students see each even number form an L-shaped layer that builds a perfect rectangle - making the algebra feel obvious instead of mysterious. What Students Experience:Animated step-by-step visual proof with interactive dot diagramsL-shaped layers that assemble into a rectangle of area n(n+1)Interactive scrubber timeline to p
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