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Laws of sines!!!!! find c. round to the nearest tenth!!! ​

Laws of sines!!!!! find c. round to the nearest tenth!!! ​-example-1

2 Answers

2 votes

Answer:

c = 0.5 cm

Explanation:

Law of sines:

sin (15) / c = sin(105) / 2

0.2588 / c = 0.9659 / 2

c = 0.2588 * 2 / 0.9659

c = 0.5 cm

User Ketty
by
6.4k points
3 votes

Answer:

c=0.5 cm

Explanation:

Angle C is 15 and angle B is 105

The value of b=2cm

We need to find out 'a'


(sin A)/(a) =(sin B)/(b) =(sin C)/(c)


(sin B)/(b) =(sin C)/(c)


(sin 105)/(2) =(sin 15)/(c)

cross multiply it


sin(105) c= sin(15) * 2

Divide both sides by sin(105)


c=(sin(15)*2)/(sin(105))

c=0.5

User Quantum Elf
by
6.8k points
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