Alg 2 HW 5-12-25. Trig Functions of General Angles in Degree

Authored by Adeyemi Aderinto

Mathematics

9th Grade

CCSS covered

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Alg 2 HW 5-12-25. Trig Functions of General Angles in Degree

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DROPDOWN QUESTION

15 mins • 1 pt

Which quadrants have the given properties?
Tan is positive but Sine is Negative: (a)
Sine and Tan are Negative (b)
No Trig Function is Negative (c)
Sine is Positive But Cos is negative (d)
Cos is Negative but Tan is Positive (e)

Tags

CCSS.HSF.TF.A.2

DROPDOWN QUESTION

15 mins • 1 pt

Tags

CCSS.HSF.TF.A.2

DROPDOWN QUESTION

15 mins • 1 pt

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 125⁰ = (a) = (b)
Cos 125 = (c) = (d)
Tan 125 = (e)

sin 55

0.8192

-cos 55

-0.5736

-Tan 55

-sin 55

cos 55

tan 55

sin 35

-tan 35

Tags

CCSS.HSF.TF.C.8

DROPDOWN QUESTION

15 mins • 1 pt

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 310⁰ = (a) = (b)
Tan 310 = (c) = (d)
Cos 310 = (e)

-sin 50

-0.7660

-Tan 50

-1.1918

Cos 50

sin 50

-cos 50

tan 50

1.1918

-0.6428

Tags

CCSS.HSF.TF.C.8

DROPDOWN QUESTION

15 mins • 1 pt

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Cos 220⁰ = (a) = (b)
Tan 220 = (c) = (d)
Sin 220 = (e)

-Cos 40

-0.7660

Tan 40

0.8391

-Sin 40

sin 40

-cos 40

-tan 40

0.7660

0.6428

Tags

CCSS.HSF.TF.C.8

DROPDOWN QUESTION

15 mins • 1 pt

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Cos 136⁰ = (a) = (b)

-cos 44

-0.7193

0.7193

cos 44

-cos 46

cos 46

-0.6946

0.6946

Tags

CCSS.HSF.TF.C.8

DROPDOWN QUESTION

15 mins • 1 pt

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Tan 224⁰ = (a) = (b)
because 224⁰ is in what quadrant? (c)

Tan 44

0.9657

-0.9657

-Tan 44

- Tan 46

Tan 46

-1.0355

1.0355

3rd

2nd

Tags

CCSS.HSF.TF.A.4

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Alg 2 HW 5-12-25. Trig Functions of General Angles in Degree

Which quadrants have the given properties?
Tan is positive but Sine is Negative: (a)
Sine and Tan are Negative (b)
No Trig Function is Negative (c)
Sine is Positive But Cos is negative (d)
Cos is Negative but Tan is Positive (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 125⁰ = (a) = (b)
Cos 125 = (c) = (d)
Tan 125 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 310⁰ = (a) = (b)
Tan 310 = (c) = (d)
Cos 310 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Cos 220⁰ = (a) = (b)
Tan 220 = (c) = (d)
Sin 220 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Cos 136⁰ = (a) = (b)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Tan 224⁰ = (a) = (b)
because 224⁰ is in what quadrant? (c)

Match the following trig to their reference trigs

Match the following trig to their reference trigs

Match the following trig to their reference trigs

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Alg 2 HW 5-12-25. Trig Functions of General Angles in Degree

Which quadrants have the given properties?Tan is positive but Sine is Negative: (a) Sine and Tan are Negative​ (b) No Trig Function is Negative​ (c) Sine is Positive But Cos is negative​ ​ (d) Cos is Negative but Tan is Positive​ (e)

​ Rewrite the following trig functions using the trig of associated reference angles, then evaluate. Example: Cos 120 = "- Cos 60" = -0.5Given trig = Trig Reference = The valueSine 1250 = ​ (a) =​ (b) Cos 125 = ​ (c) =​ (d) Tan 125 = ​ (e)

​ Rewrite the following trig functions using the trig of associated reference angles, then evaluate. Example: Cos 120 = "- Cos 60" = -0.5Given trig = Trig Reference = The valueSine 3100 = ​ (a) =​ (b) Tan 310 = ​ (c) =​ (d) Cos 310 = ​ (e)

​ Rewrite the following trig functions using the trig of associated reference angles, then evaluate. Example: Cos 120 = "- Cos 60" = -0.5Given trig = Trig Reference = The valueCos 2200 = ​ (a) =​ (b) Tan 220 = ​ (c) =​ (d) Sin 220 = ​ (e)

​ Rewrite the following trig functions using the trig of associated reference angles, then evaluate. Example: Cos 120 = "- Cos 60" = -0.5Given trig = Trig of Reference < = The valueCos 1360 = ​ (a) =​ (b)

​ Rewrite the following trig functions using the trig of associated reference angles, then evaluate. Example: Cos 120 = "- Cos 60" = -0.5Given trig = Trig of Reference < = The valueTan 2240 = ​ (a) =​ (b) because 2240 is in what quadrant?​ (c)

Match the following trig to their reference trigs

Match the following trig to their reference trigs

Match the following trig to their reference trigs

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Which quadrants have the given properties?
Tan is positive but Sine is Negative: (a)
Sine and Tan are Negative (b)
No Trig Function is Negative (c)
Sine is Positive But Cos is negative (d)
Cos is Negative but Tan is Positive (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 125⁰ = (a) = (b)
Cos 125 = (c) = (d)
Tan 125 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Sine 310⁰ = (a) = (b)
Tan 310 = (c) = (d)
Cos 310 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig Reference = The value
Cos 220⁰ = (a) = (b)
Tan 220 = (c) = (d)
Sin 220 = (e)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Cos 136⁰ = (a) = (b)

Rewrite the following trig functions using the trig of associated reference angles, then evaluate.
Example: Cos 120 = "- Cos 60" = -0.5
Given trig = Trig of Reference < = The value
Tan 224⁰ = (a) = (b)
because 224⁰ is in what quadrant? (c)