Unit 6 (Part II) – Triangle Similarity
Cholkar MCHS MATH II ___/___/___ Name____________________________
|U5L1INV5 |How do we solve direct and inverse variation functions? |
|HW # |Complete Handout [2, 4, 7, 8] |
|Do Now |Write the equation for both a direct and inverse variation function. |
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| |Direct: Inverse: |
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INVESTIGATION: SOLVING DIRECT AND INVERSE VARIATION FUNCTIONS
My role for this Investigation ___________________
CHARACTERISTICS OF DIRECT VARIATION FUNCTIONS
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CHARACTERISTICS OF INVERSE VARIATION FUNCTIONS
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Let’s try some examples…
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APPLICATIONS (FIRST DECIDE…..DIRECT OR INVERSE?)
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GROUP WORK
Answer the following.
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|Lesson Summary |In this lesson, we reviewed the difference between a direct and inverse variation function and applied our knowledge to answer |
| |application questions. |
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| |a. Explain the process in solving a direct variation application problem. |
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Math Toolkit Vocabulary: direct variation, inverse variation
Cholkar MCHS MATH II ___/___/___ Name____________________________
HW #
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2.
Find the constant k and the value of the unknown quantity or variable.
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REVIEW:
6. 8.
7. Solve each quadratic equation. Use any method.
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