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Quadratics with Radicals Quiz Review

Quadratics with Radicals Quiz Review

Assessment

Presentation

Mathematics

9th - 10th Grade

Medium

CCSS
8.EE.A.2, HSA-REI.B.4B

Standards-aligned

Created by

Jessica Paul Betts

Used 4+ times

FREE Resource

7 Slides • 12 Questions

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Multiple Choice

Simplify:

64\sqrt[]{64}  

1

±8\pm8  

2

±32\pm32  

3

±4\pm4  

4

88  

4

Multiple Choice

Simplify:

32\sqrt[]{32}  

1

±42\pm4\sqrt[]{2}  

2

±28\pm2\sqrt[]{8}  

3

±162\pm16\sqrt[]{2}  

4

±24\pm2\sqrt[]{4}  

5

Multiple Choice

Simplify:

54\sqrt[]{54}  

1

±63\pm6\sqrt[]{3}  

2

±96\pm9\sqrt[]{6}  

3

±36\pm3\sqrt[]{6}  

4

±69\pm6\sqrt[]{9}  

6

Multiple Choice

Simplify:

70\sqrt[]{70}  

1

±514\pm5\sqrt[]{14}  

2

±70\pm\sqrt[]{70}  

3

±235\pm2\sqrt[]{35}  

4

±710\pm7\sqrt[]{10}  

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Multiple Choice

Solve by square roots. Leave your answer in radical form if necessary. x2=16x^2=16  

1

x=2 4x=2\ \sqrt[]{4}  

2

x = ±8x\ =\ \pm8  

3

x = 8x\ =\ 8  

4

x = ±4x\ =\ \pm4  

10

Multiple Choice

Solve by square roots. Leave your answer in radical form if necessary. x2 +10=50x^2\ +10=50  

1

x=±2 10x=\pm2\ \sqrt[]{10}  

2

x = ±10 2x\ =\ \pm10\ \sqrt[]{2}  

3

x = ±4 10x\ =\ \pm4\ \sqrt[]{10}  

4

x = ±20x\ =\ \pm20  

11

Multiple Choice

Solve by square roots. Leave your answer in radical form if necessary. 5x2 =705x^2\ =70  

1

x=± 14x=\pm\ \sqrt[]{14}  

2

x = ±70x\ =\ \pm\sqrt[]{70}  

3

x = ±7 10x\ =\ \pm7\ \sqrt[]{10}  

4

x = ±35x\ =\ \pm35  

12

Multiple Choice

Solve by square roots. Leave your answer in radical form if necessary. 2x2 +7=13-2x^2\ +7=-13  

1

x=10x=\sqrt[]{10}  

2

x = ± 10x\ =\ \pm\ \sqrt[]{10}  

3

x = ±2 5x\ =\ \pm2\ \sqrt[]{5}  

4

x = ±20x\ =\ \pm\sqrt[]{20}  

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Multiple Choice

Identify the zeros from this equation. Leave your answer in simplest radical form if necessary. Simplify ALL integer answers.

(x5)2=25\left(x-5\right)^2=25  

1

x=±5x=\pm5  

2

x = 10 or x = 0x\ =\ 10\ or\ x\ =\ 0

3

x=±10x=\pm10  

4

x=5±5x=5\pm5  

16

Multiple Choice

Identify the zeros from this equation. Leave your answer in simplest radical form if necessary. Simplify ALL integer answers.

(x+2)29=0\left(x+2\right)^2-9=0  

1

x=±3x=\pm3  

2

x =±5x\ =\pm5

3

x=±1x=\pm1  

4

x=1 and x=5x=1\ and\ x=-5  

17

Multiple Choice

Identify the zeros from this equation. Leave your answer in simplest radical form if necessary. Simplify ALL integer answers.

(x7)213=0\left(x-7\right)^2-13=0  

1

x=7±13x=7\pm\sqrt[]{13}  

2

x =7±13x\ =-7\pm\sqrt[]{13}

3

x=7±13x=7\pm13  

4

x=20 and x=6x=20\ and\ x=-6  

18

Multiple Choice

Identify the zeros from this equation. Leave your answer in simplest radical form if necessary. Simplify ALL integer answers.

(x1)2+7=39\left(x-1\right)^2+7=39  

1

x=1±162x=-1\pm16\sqrt[]{2}  

2

x =1±4 2x\ =1\pm4\ \sqrt[]{2}

3

x=1±2 4x=1\pm2\ \sqrt[]{4}  

4

x=33 and x=31x=33\ and\ x=-31  

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