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Math 1 Unit 1 Function Families Day 4 Homework GPS Algebra Name: Date: Rate of Change Part I: Constant Rate of Change 1) Find the rate of change of Pete's height from 3 to 5 years. Time (years) 1
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How to fill out homework rate of change:

01
Start by identifying the variables involved in the problem. Determine which variable represents the independent variable (x) and the dependent variable (y).
02
Calculate the change in the dependent variable (Δy) and the change in the independent variable (Δx).
03
Find the rate of change by dividing the change in the dependent variable (Δy) by the change in the independent variable (Δx). This can be represented as Δy/Δx or (y2-y1)/(x2-x1).
04
Simplify the rate of change if possible. Determine if it is constant or varies over different intervals.
05
Interpret the rate of change in the context of the problem. Understand what it represents and how it relates to the variables involved.

Who needs homework rate of change?

01
Students studying calculus or other math courses that involve rates of change.
02
Researchers analyzing data and looking for patterns or trends.
03
Scientists studying natural phenomena and measuring changes over time.
04
Economists analyzing market trends and determining growth rates.
05
Engineers designing systems that require understanding and predicting changes over time.
06
Statisticians working with data sets and analyzing variable relationships.
It is important to note that the need for homework rate of change is not limited to these examples, as many fields and disciplines rely on understanding rates of change to some extent.
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