Algebra 2 8-1 Mixed Review: Inverse Variation
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Last updated almost 3 years ago
5 questions
6
Review Lesson 7-6: Solve each equation. Match a solution from the left with each equation on the right.
Review Lesson 7-6: Solve each equation. Match a solution from the left with each equation on the right.
- \frac{e^5}{4}
- 3e^4
- \frac{e^2}{8}
- \ln 4+\ln x=5
- \ln x-\ln 3=4
- 2\ln x+3\ln 4=4
6
Review Lesson 6-2: Multiply and simplify. Match a simplified expression from the left with each expression on the right.
Review Lesson 6-2: Multiply and simplify. Match a simplified expression from the left with each expression on the right.
- 84x^2
- 10\sqrt{2}x^2y^{\frac{7}{2}}
- 90x^2
- 5\sqrt{6x}\cdot 3\sqrt{6x^3}
- 3\sqrt[3]{2x^2}\cdot 7\sqrt[3]{32x^4}
- \sqrt{5x^3}\cdot \sqrt{40xy^7}
6
Review Lesson 2-7: Match a description from the left with each equation on the right to describe how the equation is a transformation of the parent function y = |x|.
Review Lesson 2-7: Match a description from the left with each equation on the right to describe how the equation is a transformation of the parent function y = |x|.
- Translate left 2 units.
- Translate right 2 units.
- Translate up 2 units.
- Translate down 2 units.
- Stretch horizontally by a factor of 2.
- Stretch vertically by a factor of 2.
- y = |x| + 2
- y = |x + 2|
- y = 2|x|
10
Vocabulary Review: Which expression(s) do NOT contain a constant term?
Vocabulary Review: Which expression(s) do NOT contain a constant term?
10
Use Your Vocabulary: Use the true and false boxes on the left to tag each statement on the right.
Use Your Vocabulary: Use the true and false boxes on the left to tag each statement on the right.
- true
- false
- As the radius of a pizza increases, the circumference of the pizza also increases. This relationship represents a direct variation.
- As the number of miles a car is driven increases, the number of gallons of gas in the car's tank decreases. This relationship represents an inverse variation.
- As the number of pages in a book increases, the weight of the book increases. This relationship represents an inverse variation.




