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Law of sines: 
Which is the best approximation of the value of x? Use the law of sines to find the answer.
1.5 units
2.1 units
2.9 units
3.6 units
law of sines:Sin(A)=SIN(B)=SIN(C)

answer please thanks Law of sines Which is the best approximation of the value of x Use the law of sines to find the answer 15 units 21 units 29 units 36 units class=

Respuesta :

XQ16
180°-75°-50°= 55°
x/sin55° = 2/sin50°
x= 2/sin50°×sin55°
x=2.1 units

The best approximation of the value of x will be 2.1 units.

What is sine law?

Sine law is used in triangles it is useful to find the angle or length with the help of another angle or side.

Sine law is Sin(A)/a =SIN(B)/b = SIN(C)/c where a,b and c are the opposite sides of the A ,B and C respectively.

Angle X = 180° - 75° - 50° = 55°

Now sin55°/x = sin50°/2

x = 2.1 units hence 2.1 units will be the correct option.

For more information about the sine law

https://brainly.com/question/17289163

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