Question
Asked Feb 17, 2020
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I am needing help with the equation in the attached image. 

Find the exact values of the six trigonometric functions of the angle 6 shown in the figure.
(Use the Pythagorean Theorem to find the third side of the triangle.)
12
3
a.
sin 0 =3
csc e =3
sec 0=3
cos 8 =3
cot 0 =7
tan 0 =3
b.
3
csc e=4
sin 0=3
cos 8 =7
sec e =3
3
cot 8 =3
tan 0 =3
csc e=7
sin e =3
4
sec 8 =3
cos 8
tan 0 =3
cot 0 =7
d.
csc e =3
sin 0=3
cos e =3
sec @ =
3
tan 0 =7
cot 8 =3
II
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Find the exact values of the six trigonometric functions of the angle 6 shown in the figure. (Use the Pythagorean Theorem to find the third side of the triangle.) 12 3 a. sin 0 =3 csc e =3 sec 0=3 cos 8 =3 cot 0 =7 tan 0 =3 b. 3 csc e=4 sin 0=3 cos 8 =7 sec e =3 3 cot 8 =3 tan 0 =3 csc e=7 sin e =3 4 sec 8 =3 cos 8 tan 0 =3 cot 0 =7 d. csc e =3 sin 0=3 cos e =3 sec @ = 3 tan 0 =7 cot 8 =3 II

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Expert Answer

Step 1

To determine the all the six trigonometric ratios.

Step 2

Given:

Trigonometry homework question answer, step 2, image 1

Step 3

In the given right angled triangle,

h2 = 122+92

h2 = 144+81

h2 =225

h =&rad...

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