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Unit 3 Linear Equations Day 15 Variation Functions (PH 121)DIRECT VARIATION y km or k × y varies directly as x or y is directly proportional to x. Name ___ Date ___ Hour ___k is the Constant of Variations
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01
Identify the constant of variation (k) in the equation y = kx.
02
Choose a value for x.
03
Multiply the constant of variation (k) by the chosen value of x to find the corresponding value of y.
04
Repeat the process with different values of x to complete the table of values for the direct variation equation.

Who needs direct variation kx y?

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Students learning about proportional relationships and linear equations.
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Mathematicians studying patterns and relationships between variables.
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Engineers and scientists analyzing data and making predictions based on direct variation.
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Direct variation kx y is a mathematical concept that represents a relationship between two variables where one is a constant multiple of the other.
Anyone working with mathematical equations involving variables and constants may need to use direct variation kx y.
To fill out direct variation kx y, one needs to identify the constant of variation and the two variables involved.
The purpose of direct variation kx y is to understand and analyze the relationship between two variables in a mathematical equation.
The information reported on direct variation kx y includes the constant of variation and the values of the two variables.
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