How long is side C ?

C= 6.67
Solve for angle X.
m< X= 11.92
Find X.
X= 68.6
What is sine?
<img class="fr-fic fr-dib" 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
Opposite over hypotenuse
What is angle C ?

m<C= 62.2
Find the measurement of angle R.

m<R= 67.1
Find the missing side.
X= 4 cm
What is Cosine ?
<img class="fr-fic fr-dib" style="width: 295px;" 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
Adjacent over hypotenuse.
Find angle A

<A= 75.5
Find side A
a= 3.86
Find the missing side.
X= 10.7 cm
What is Tangent?
<img class="fr-fic fr-dib" style="width: 216px;" 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
Opposite over adjacent
For triangle JKL find measurement angle K to the nearest tenth of a degree.
m<K= 67.1
Find the missing angle and sides.
m< A= 59
b=5.27
a=5.58
Find X.
X= 3.5 cm
What's the definition of law of sines?
The relationship between the sides and angles of non-right (oblique) triangles.
Peter has three sticks measuring 19 inches, 23 inches, and 27 inches. He lays them down to form a triangle. Find the measure of the angle enclosed by the 19 inch and 23 inch sides to the nearest degree.
79.63
Ali and Brynn are standing 250 yards apart. Both girls site an airplane with angles of elevation 40° and 45°, respectively. How far from the plane is Ali?
X= 177.45
A person is standing 800 m away from the base of the Chrysler Building in New York. The angle of elevation to look up to the top of the building is 21.8 degrees. How tall is the building?
X= 320 m.
What's the definition of law of cosines?
Relates the lengths of the sides of a triangle to the cosine of one of its angles.