Percent Increase and Decrease Quiz
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Consumer Math | Shopping | Discount on Discounted Price | Calculating Percent
Consumer Math - Discount on Discounted Price ActivityStudents apply strategies and work mathematically to calculate the amount paid after two consecutive discounts are applied. Before students complete the tasks, the teacher and students complete the example question on page 1. The example is also available in the Easel activity by TPT. The teacher and students complete the activity using an easel pen or typing. Key Learning:- Calculating the amount paid after two consecutive discounts are app
5th - 9th
Applied Math, Arithmetic, Other (Math)
CCSS
7.RP.A.3
Financial Literacy: Credit Card APR Notes (finding credit card interest)
Monthly interest on credit card balances can seem like it's randomly generated, but it actually follows the basic Part = Percent x Total formula! These guided notes define the different types of APRs (annual percentage rates) then walk students through a detailed example of how to calculate interest given several transactions. Help students develop strong financial habits, especially in regards to credit cards. Students can see the math behind how interest is calculated and what they can do to
11th - 12th
Applied Math, Economics
Also included in: Applied Math - Yearlong Curriculum!
Domain & Range in Real-World Situations Notes & Practice
This is a double-sided page that can be used for instruction and independent practice over the concept of Domain & Range in Real-World Situations. TEKS Aligned: A2A Each question comes with a word problem that includes a function. The student identifies values of each variable that make sense in the situation by making a table of values. Then they decide if the situation is discrete or continuous and then find the domain and range of the situation. 2 examples for instruction, followed by 6 more
8th - 11th
Algebra, Applied Math, Other (Math)
Also included in: Functions Unit Bundle - Algebra 1 Curriculum
Car Depreciation: Logarithm Notes & Practice
The concept of logarithms is spelled out in the context of car values. Guided notes show students the connection between exponential and logarithmic forms and introduce the change of base formula. Those skills are then transferred to the exponential decay formula where logs are needed to solve for time. Students practice the concept through word problems focused on car depreciation. This resource is a “bare bones” crash course on logs, meant to provide just the basics and not be too overwhelmin
10th - 12th
Algebra 2, Applied Math
Also included in: Car Depreciation: Exponential Decay/Logarithms Bundle
Systems of Inequalities Word Problems Algebra 1 Curriculum
Algebra 1 notes and in class practice over Systems of Linear Inequalities Word Problems. Applications of systems of inequalities is an involved concept and typically difficult for many Algebra students. Given a word problem, students will: identify variables write a system of linear inequalitiesgraph the system, showing all possible combinations for the situation. Two examples are included in the notes. Student practice includes 3 problems modeled like the notes; this is enough for class wor
8th - 11th
Algebra, Algebra 2, Applied Math
CCSS
HSA-CED.A.3
Finding Regression Equations Notes
Regression Equations TEKS Aligned: A4A, A4C, A8B, A9E This is a double sided notes page on how to find linear, quadratic and exponential regressions on the TI graphing calculator with step by step instructions. The front of the notes provides 3 steps on how to find a regression (linear, quadratic or exponential) equation on the graphing calculator with step by step instructions. Next, an example follows where the students can practice using the instructions. They are given a table of values and
8th - 11th
Algebra, Algebra 2, Applied Math
Also included in: Regression & Data Analysis Mini-Bundle
Car Math: Buying vs Leasing Research/Notes
What’s better: buying a new car or leasing one? The answer is unique to each individual, and this resource allows students to research the pros and cons of each scenario to better understand which may be best for them. A basic template is provided where students can record their findings from independent research or by you from the sample key provided. Further research is outlined on a second page through a video link that describes different types of drivers & which scenario is recommended for
8th - 12th
Applied Math
Also included in: Applied Math - Yearlong Curriculum!
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