only need D and E and F answered 1. Complete the table for the sine, cosine and tangent for the special angles in quadrant I. Keep your answer with radical if any.3sin xcos atan a111and the table above to complete the table for cotangent, secant and cosecant for the special angles in quadrant I. Keep your answer with radical if any.cos E2. Use the identities cot rsec x =csc a =sin xtan acos asin acot asec aCsc a3. Determine the sign (positive or negative) of each trigonometric function for the angles in various quadrants. Put + or - to complete the table:sin zCos atan xcot asec xCsc xQIQIQIIQIV1974 Follow the example and find the exact value for the given trigonometric functions For example sini) the reference angle is6i) sin () =197iii)is in quadrant III; hence, sine is negative6197= - sin1Therefore, sin2Now, please follow the example and complete:11Ta)sin(學)157b)Cos137c)tan3d)cot (- *)6237e)sec19TCSC

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Answered: Therefore, sin () -- sin (a)- K please…

Math

Calculus

Therefore, sin () -- sin (a)- K please follow the eample and complete sin tam ( - ) - en ( - #*) - cot

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.4: Values Of The Trigonometric Functions

Problem 42E

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Question

only need D and E and F answered

1. Complete the table for the sine, cosine and tangent for the special angles in quadrant I. Keep your answer with radical if any.
3
sin x
cos a
tan a
1
1
1
and the table above to complete the table for cotangent, secant and cosecant for the special angles in quadrant I. Keep your answer with radical if any.
cos E
2. Use the identities cot r
sec x =
csc a =
sin x
tan a
cos a
sin a
cot a
sec a
Csc a
3. Determine the sign (positive or negative) of each trigonometric function for the angles in various quadrants. Put + or - to complete the table:
sin z
Cos a
tan x
cot a
sec x
Csc x
QI
QI
QII
QIV
197
4 Follow the example and find the exact value for the given trigonometric functions For example sin
i) the reference angle is
6
i) sin () =
197
iii)
is in quadrant III; hence, sine is negative
6
197
= - sin
1
Therefore, sin
2
Now, please follow the example and complete:
11T
a)
sin
(學)
157
b)
Cos
137
c)
tan
3
d)
cot (- *)
6
237
e)
sec
19T
CSC

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