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Equations - Solving Equations Reducible to a Quadratic 2

Equations - Solving Equations Reducible to a Quadratic 2
Equations - Solving Equations Reducible to a Quadratic 2
Equations - Solving Equations Reducible to a Quadratic 2
Equations - Solving Equations Reducible to a Quadratic 2
Equations - Solving Equations Reducible to a Quadratic 2
Equations - Solving Equations Reducible to a Quadratic 2
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225 KB|3 pages
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Product Description
This self checking worksheet uses a quadratic base, but the equations have different exponents as well as an additional step to solve at the end. Some are whole numbers, some fractions and some negative whole numbers: 3(2x+4)^(2/5) - 4(2x+4)x^(1/5) - 4 = 0 and (2x)^8 - 34(2x)^4 + 64 = 0. The students must be able to work with radicals as well as factor trinomials. The student must check the solutions. When finished, the student will learn an obvious statement.
Total Pages
3 pages
Answer Key
Included
Teaching Duration
N/A
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