Algebra 2 Flashcards

1
Q

Section 2.1 Quadratic Expressions | Example 1)

Solve These questions

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2
Q

Section 2.1 Quadratic Expressions | Example 2)

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3
Q

Section 2.1 Quadratic Expressions | Example 3)

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4
Q

Section 2.1 Quadratic Expressions | Example 4)

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5
Q

Section 2.2 Nature of Quadratic Roots

What is a discriminant?

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6
Q

Section 2.2 Nature of Quadratic Roots

When do Real and Distinct Roots Occur in a given discriminant?

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7
Q

Section 2.2 Nature of Quadratic Roots

When do Real and Equal Roots Occur in a given discriminant?

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8
Q

Section 2.2 Nature of Quadratic Roots

When do Complex Roots Occur in a given discriminant?

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9
Q

Section 2.2 Nature of Quadratic Roots

When do Rational Roots Occur in a given discriminant?

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10
Q

Section 2.2 Nature of Quadratic Roots

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11
Q

Section 2.2 Nature of Quadratic Roots | Example 1)

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12
Q

Section 2.2 Nature of Quadratic Roots | Example 2)

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13
Q

Section 2.2 Nature of Quadratic Roots | Example 3)

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14
Q

Section 2.3 Solving Quadratic and Linear Equations | Example 1)

Question (ii)

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15
Q

Section 2.3 Solving Quadratic and Linear Equations | Example 2)

Question (i)

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16
Q

Section 2.3 Solving Quadratic and Linear Equations | Example 3)

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17
Q

Section 2.5 Forming Quadratic Equations From Their Roots | Example 1)

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18
Q

Section 2.5 Forming Quadratic Equations From Their Roots | Example 2)

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19
Q

Section 2.6 Max and Min of Quadratic Graphs | Example 1)

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20
Q

Section 2.6 Max and Min of Quadratic Graphs | Example 2)

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21
Q

Section 2.7 Surds | Question 1

How do you Simplify surds?

i.e √8

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22
Q

Section 2.7 Surds | Question 2

How do you Simplify Surd Quotents?
i.e √50/64

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23
Q

Section 2.7 Surds | Question 3

How do you add or subtract Surds?
i.e √27 - √12

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24
Q

Section 2.7 Surds | Question 4

How do you multiply Surds?
i.e (7-√2)(7+√2)

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25
Q

Section 2.7 Surds | Question 5

How do you Divide surds?
i.e 5/√3

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26
Q

Section 2.7 Surds | Example 1

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27
Q

Section 2.7 Surds | Example 2

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28
Q

Section 2.8 Algebraic Surd Equations | Example 1

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29
Q

Section 2.8 Algebraic Surd Equations | Example 2

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