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9.6 and 9.7 review

9.6 and 9.7 review

Assessment

Presentation

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Mathematics

•

9th - 12th Grade

•

Practice Problem

•

Medium

Created by

Albert Lai

Used 11+ times

FREE Resource

10 Slides • 11 Questions

1

9.6 and 9.7 review

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2

Sin52

round to nearest 10th

.8


calculator go in order

phone calc 52 sin =

3

Fill in the Blanks

cos38

round to nearest tenth

Type answer...

4

SinA = .38

round to nearest tenth

22.3

calc use 2nd sin .38

phone calc .38 2nd sin

5

Fill in the Blanks

tanA=2.3

round to the nearest tenth

Type answer...

6

Area of triangle using SAS

 12bcsin⁡A\frac{1}{2}bc\sin A  

7

Find the area of the triangle

 12×23×26×sin⁡114\frac{1}{2}\times23\times26\times\sin114  

solution
273.2

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8

Fill in the Blanks

Find the Area of a triangle. 

round to nearest tenth

\frac{1}{2}\times13\times19\sin50



Type answer...

9

Find angle C

Use triangle sum.

C = 180 - 85 - 29

C = 66

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10

Find side a

Use law of sin

 sin⁡859=sin⁡29a\frac{\sin85}{9}=\frac{\sin29}{a}  

 asin⁡85=9⋅sin⁡29a\sin85=9\cdot\sin29  
 a=4.4a=4.4  

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11

Fill in the Blanks

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Find angle A

Use triangle sum thm.

Type answer...

12

Multiple Choice

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Using Angle A = 29

Using law of sin

Find side b

1

sin⁡8110=sin⁡70b\frac{\sin81}{10}=\frac{\sin70}{b}

2

sin⁡2910=sin⁡70b\frac{\sin29}{10}=\frac{\sin70}{b}

3

sin⁡7010=sin⁡29b\frac{\sin70}{10}=\frac{\sin29}{b}

13

Fill in the Blanks

Using you calculator, solve for b.

 bsin⁡29=10×sin⁡70b\sin29=10\times\sin70  



Type answer...

14

Find Angle C

Use Law of sin

 sin⁡5118=sin⁡C17\frac{\sin51}{18}=\frac{\sin C}{17}  
 18sin⁡C=17sin⁡5118\sin C=17\sin51  
 sin⁡C=.733\sin C=.733  
 C=47C=47  

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15

Multiple Choice

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Find angle B

1

sin⁡4016=sin⁡B13\frac{\sin40}{16}=\frac{\sin B}{13}

2

sin⁡4013=sin⁡B16\frac{\sin40}{13}=\frac{\sin B}{16}

16

Fill in the Blanks

Use calculator to find angle B.
 13sin⁡40=16sin⁡B13\sin40=16\sin B  


Type answer...

17

Use law of cos to find side b.

 b2=432+452−2×43×45×cos⁡88b^2=43^2+45^2-2\times43\times45\times\cos88  b2=3738.9b^2=3738.9   
 b=61.1b=61.1  

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18

Multiple Choice

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 a2=232+262−2×23×26×cos⁡114a^2=23^2+26^2-2\times23\times26\times\cos114 



Is this the right setup to find side a?

1

Yes

2

NO

19

Fill in the Blanks

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 a2=232+262−2⋅23⋅26cos⁡114a^2=23^2+26^2-2\cdot23\cdot26\cos114  

Use calculator to solve.
don't forget to square root.



Type answer...

20

Find angle B.

Use law of Cosine

 272=162+232−2⋅16⋅23⋅cos⁡B27^2=16^2+23^2-2\cdot16\cdot23\cdot\cos B  
 729 = 256+529−736cos⁡B729\ =\ 256+529-736\cos B  
 −56=−736cos⁡B-56=-736\cos B  
 .076=cos⁡B.076=\cos B  
 B=85.6B=85.6  

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21

Fill in the Blanks

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Use a calculator and law of cosine to find angle B.

 62=42+52−2⋅4⋅5⋅cos⁡B6^2=4^2+5^2-2\cdot4\cdot5\cdot\cos B  



Type answer...

pattern-tertiary

9.6 and 9.7 review

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