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Study sets matching "trig pre calc"

10 terms
Trigonometry review for Pre-Calculus
hypotenuse
opposite
sine
cosine
the side of the triangle opposite the right angle
the side opposite the labelled angle
opposite over hypotenuse
adjacent over hypotenuse
hypotenuse
the side of the triangle opposite the right angle
opposite
the side opposite the labelled angle
Pre Calculus: Encorporating Trigonometry
Law of Sines
Law of Cosines
Finding tangent, cotangent, cosecant,…
Unit Circle
tangent = sine/ cosine... cotangent = 1 / tangent or cosine / si…
(Tip: degrees count 30-15-15-30)
Law of Sines
Law of Cosines
23 terms
PreCalculus Trigonometry Identities
Reciprocal: sin x
Reciprocal: cos x
Reciprocal: csc x
Reciprocal: sec x
1/csc x
1/sec x
1/sin x
1/cos x
Reciprocal: sin x
1/csc x
Reciprocal: cos x
1/sec x
32 terms
Pre Calculus Trigonometry Identities
sin x
cos x
tan x
csc x
1/csc x
1/sec x
1/cot x
1/sin x
sin x
1/csc x
cos x
1/sec x
23 terms
Pre calculus identities trigonometry
1/sinx
1/cosx
1/tanx
1/cscx
Cscx
Secx
Cotx
Sinx
1/sinx
Cscx
1/cosx
Secx
35 terms
Pre Calculus Trigonometry
sinθ
cosθ
tanθ
cotθ
opposite/hypotenuse
adjacent/hypotenuse
opposite/adjacent
adjacent/opposite
sinθ
opposite/hypotenuse
cosθ
adjacent/hypotenuse
21 terms
Pre-Calculus Trigonometry
sin 0
cos 0
tan 0
sin ∏/2
0
1
0
1
sin 0
0
cos 0
1
16 terms
Pre Calculus - Trigonometry Identities
cos (α+β)=
cos (α-β)=
sin (α+β)=
sin (α-β)=
cos α cos β - sin α sin β
cos α cos β + sin α sin β
sin α cos β + cos α sin β
sin α cos β - cos α sin β
cos (α+β)=
cos α cos β - sin α sin β
cos (α-β)=
cos α cos β + sin α sin β
61 terms
Pre-calculus Final-Trigonometry
sinA=
cosA=
tanA=
cotA=
1/cscA
1/secA
1/cotA
1/tanA
sinA=
1/cscA
cosA=
1/secA
32 terms
Pre-Calculus Trigonometry Identities
sin x
cos x
tan x
csc x
1/csc x
1/sec x
1/cot x
1/sin x
sin x
1/csc x
cos x
1/sec x
10 terms
PreCalculus Trigonometry Cards
Angle
Positive Angle
Negative Angle
Coterminal Angle
determined by rotating a ray about its end point starting at…
angle generated by counterclockwise rotation
angle generated by clockwise rotation
angles with the same initial and terminal sides
Angle
determined by rotating a ray about its end point starting at…
Positive Angle
angle generated by counterclockwise rotation
23 terms
Pre calculus identities trigonometry
1/sinx
1/cosx
1/tanx
1/cscx
Cscx
Secx
Cotx
Sinx
1/sinx
Cscx
1/cosx
Secx
17 terms
Pre-Calculus Trigonometry Identities
sin(x)=
csc(x)=
cos(x)=
sec(x)=
1/csc(x)
1/sin(x)
1/sec(x)
1/cos(x)
sin(x)=
1/csc(x)
csc(x)=
1/sin(x)
16 terms
Pre Calculus - Trigonometry Identities
cos (a+B)=
cos (α-β)=
sin (α+β)=
sin (α-β)=
cos a cos B - sin a sin B
cos α cos β + sin α sin β
sin α cos β + cos α sin β
sin α cos β - cos α sin β
cos (a+B)=
cos a cos B - sin a sin B
cos (α-β)=
cos α cos β + sin α sin β
Pre-Calculus Trigonometry Identities
cos²θsin²θ=
1+tan²θ=
1+cot²θ=
sin(π/2-θ)=
1
sec²θ
csc²θ
cosθ
cos²θsin²θ=
1
1+tan²θ=
sec²θ
25 terms
Pre Calculus: Trigonometry
Sine
Tangent
Secant
Cosine
Opposite/Hypotenuse
Opposite/Adjacent
Hypotenuse/Adjacent
Adjacent/Hypotenuse
Sine
Opposite/Hypotenuse
Tangent
Opposite/Adjacent
33 terms
Pre Calculus- Trigonometry
Reference angle 45 degrees; 2nd Quadrent
Reference angle 45 degrees; 3rd Quadrent
Reference angle 45 degrees; 4th Quadrent
Reference angle 30 degrees; 2nd Quadrent
135
225
315
150
Reference angle 45 degrees; 2nd Quadrent
135
Reference angle 45 degrees; 3rd Quadrent
225
27 terms
Pre-Calculus: Trigonometry
law of sines
proportion of sines of angles and side…
ASA, AAS, SSA
SSA
proportion of sines of angles and sides of angles
law of sines
Which combinations of sides and angles can be used for the la…
What is the ambiguous case of the law of sines?
law of sines
proportion of sines of angles and sides of angles
proportion of sines of angles and side…
law of sines
38 terms
Pre-Calculus/Trigonometry Review #1
sin(0)
sin(π/2)
sin(π/4)
sin(π/3)
0
½
√2/2
√3/2
sin(0)
0
sin(π/2)
½
20 terms
Analytical Trigonometry: Pre-Calculus
Reciprocal Identities
Reciprocal Identities
Reciprocal Identities
Reciprocal Identities
csc x = 1/sin x
sec x = 1/cos x
cot x = 1/tan x
tan x = sin x / cos x
Reciprocal Identities
csc x = 1/sin x
Reciprocal Identities
sec x = 1/cos x
18 terms
Pre-Calculus A: Triangular Trigonometry
cos45 and 🍰/4
sin45 and 🍰/4
tan45 and 🍰/4
sec45 and 🍰/4
√2/2
√2/2
1
√2
cos45 and 🍰/4
√2/2
sin45 and 🍰/4
√2/2
33 terms
Analytical Trigonometry: Pre-Calculus 2
Reciprocal Identities
Reciprocal Identities
Reciprocal Identities
Reciprocal Identities
csc x = 1/sin x
sec x = 1/cos x
cot x = 1/tan x
tan x = sin x / cos x
Reciprocal Identities
csc x = 1/sin x
Reciprocal Identities
sec x = 1/cos x
16 terms
Honors Pre-calculus with Trigonometry
Coterminal
Two conditions that must be met for an…
Reference Angle
Identity
The sides of the two angles coincide
Vertex must be at the origin and the initial side must coinci…
The acute angle formed by the terminal side of theta and the…
An equation which is true for every value of the variable in…
Coterminal
The sides of the two angles coincide
Two conditions that must be met for an…
Vertex must be at the origin and the initial side must coinci…
37 terms
Pre Calculus - Trigonometry Identities (Herbst)
Reciprocal Identity of:... sinθ=
Reciprocal Identity of:... cosθ=
Reciprocal Identity of:... tanθ=
Reciprocal Identity of: ... cscθ=
1/cscθ
1/secθ
1/cotθ
1/sinθ
Reciprocal Identity of:... sinθ=
1/cscθ
Reciprocal Identity of:... cosθ=
1/secθ
38 terms
Pre-Calculus/Trigonometry Review #1
sin(0)
sin(π/2)
sin(π/4)
sin(π/3)
0
½
√2/2
√3/2
sin(0)
0
sin(π/2)
½
12 terms
Honors Pre Calculus - Trigonometry Test
30 degrees
45 degrees
60 degrees
120 degrees
π/6
π/4
π/3
2π/3
30 degrees
π/6
45 degrees
π/4
21 terms
Analytic Trigonometry PreCalculus AA
csc θ
sec θ
cot θ
sin θ
1 / (sin θ)
1/ (cos θ)
1/ (tan θ) and (cos θ)/ (sin θ)
1/ (csc θ)
csc θ
1 / (sin θ)
sec θ
1/ (cos θ)
23 terms
Pre-Calculus Trigonometry Identities and Formulas
Reciprocal Identity - sinx=
Reciprocal Identity - secx=
Reciprocal Identity - tanx=
Reciprocal Identity - cscx=
1/cscx
1/cosx
1/cotx
1/sinx
Reciprocal Identity - sinx=
1/cscx
Reciprocal Identity - secx=
1/cosx
15 terms
Intro to applied and pre-calculus: Trigonometry
Tangent
Sine
Cosine
Hypotenuse
Oppisite over adjacent
Oppisite over Hypotenuse
Adjacent over Hypotenuse
Always the largest side of the right triangle
Tangent
Oppisite over adjacent
Sine
Oppisite over Hypotenuse
17 terms
Analytical Trigonometry: Pre-Calculus 2
csc x
sec x
sin(s + t)
sin (s - t)
1/sin x
1/cos x
(sin s)(cos t) + (cos s) (sin t)
(sin s)(cos t) - (cos s) (sin t)
csc x
1/sin x
sec x
1/cos x
41 terms
Honor Pre-Calculus Chapter 7 Trigonometry Identities
sinA
cscA
cosA
secA
1/cscA
1/sinA
1/secA
1/cosA
sinA
1/cscA
cscA
1/sinA
22 terms
Chapter 6 Accelerate Pre-Calculus & Trigonometry
when graphing, this trig function pass…
when graphing, this trig function star…
the opposite of sine is... (sin)
the opposite of cosine is... (cos)
sine
cosine
cosecant (csc)
secant (sec)
when graphing, this trig function pass…
sine
when graphing, this trig function star…
cosine
19 terms
Larson & Hostetler Pre-Calculus Chapter 4 - Trigonometry
h=2s
l=3^(1/2)*s
h=2^(1/2)*s
cos^2%+sin^2%=1
Equation for a 30-60-90 triangle's hypotenuse
Equation for a 30-60-90 triangle's long side
Equation for a 45-45-90 triangle's hypotenuse
Equation involving different sin's, cos's, etc. where the fun…
h=2s
Equation for a 30-60-90 triangle's hypotenuse
l=3^(1/2)*s
Equation for a 30-60-90 triangle's long side
30 terms
Pre Calculus Trigonometry Radians and Degree Measures
Sin 0
Sin 30
Sin 45
Sin 60
0
1/2
Square root 2/2
Square root 3/2
Sin 0
0
Sin 30
1/2
41 terms
IB Pre-Calculus: Trigonometry review for final exam
csc x
sec x
cot x
1
1 / sin x
1 / cos x
1 / tan x
sin² x + cos² x
csc x
1 / sin x
sec x
1 / cos x
43 terms
Calculus - Trigonometry
sin (x+y)
cos (x+y)
tan (x+y)
sin² + cos² =
sin(x)cos(y) + cos(x)sin(y)
cos(x)cos(y) - sin(x)sin(y)
( tan(x) + tan(y) ) / ( 1 - tan(x)tan(y) )
1
sin (x+y)
sin(x)cos(y) + cos(x)sin(y)
cos (x+y)
cos(x)cos(y) - sin(x)sin(y)
65 terms
Pre-Calculus
Function
Relation
Domain
Range
A relationship from one set (called the domain) to another se…
An association between two or more variables. If one of the v…
All of the input or x values in a function
All of the output or y values in a function
Function
A relationship from one set (called the domain) to another se…
Relation
An association between two or more variables. If one of the v…
49 terms
Calculus - Trigonometry
Basic Trigonometric Ratios
sin (x+y)
cos(x+y)
tan(x+y)
sin(x)cos(y) + cos(x)sin(y)
cos(x)cos(y) - sin(x)sin(y)
( tan(x) + tan(y) ) / ( 1 - tan(x)tan(y) )
Basic Trigonometric Ratios
sin (x+y)
sin(x)cos(y) + cos(x)sin(y)
19 terms
Calculus Trigonometry
integral of cosxdx
integral of sinxdx
integral of sec^2xdx
integral of csc^2xdx
sinx + C
-cosx + C
tanx + C
-cotx + C
integral of cosxdx
sinx + C
integral of sinxdx
-cosx + C
75 terms
Trigonometry & Calculus ch 1
1
cos²x
sin²x
sec²x
cos²x+sin²x=
1 - sin²x =
1 - cos²x =
1+tan²x=
1
cos²x+sin²x=
cos²x
1 - sin²x =
25 terms
Calculus and Trigonometry
d/dx sin(x)
d/dx cos(x)
d/dx tan(x)
d/dx sec(x)
cos(x)
-sin(x)
sec^2(x)
sec(x)tan(x)
d/dx sin(x)
cos(x)
d/dx cos(x)
-sin(x)
14 terms
Pre-Calculus and Calculus Vocabulary
The average rate of change between two…
2. There are two main formulas used to…
A second degree equation is usually ca…
The set of all x-values is known as the
slope
point-slope and slope-intercept
quadratic
domain
The average rate of change between two…
slope
2. There are two main formulas used to…
point-slope and slope-intercept
21 terms
Fundamental Identities Pre-calculus 2 Trigonometry USC Upstate Rankin
sinx
cosx
tanx
secx
1/cscx
1/secx
1/cotx
1/cosx
sinx
1/cscx
cosx
1/secx
33 terms
Pre-Calculus
Common Trig Function Values
The Unit Circle
Triangle Formulas
Right Triangle Formulas
- h = a * sin(Θ)... - area = (1/2)b * h... Law of Cosines:... - c^2 =…
Pythagorean Theorem... - c^2 = a^2 + b^2
Common Trig Function Values
The Unit Circle
20 terms
Pre calculus
Fundamental Theorem of Algebra
Complex Zeros Occur in Conjugate Pairs
Logarithmic Functions
Natural Logarithmic Functions
1.A polynomial of degree n, where n>o, has exactly n roots in…
1.If a + bi, where b does not equal 0, is a zero of the funct…
1.For x>0, a>0, and a can't equal 1, y=log of x with base a i…
1.For X>0, y=lnx if and only if X=e to the y power.... 2.The fun…
Fundamental Theorem of Algebra
1.A polynomial of degree n, where n>o, has exactly n roots in…
Complex Zeros Occur in Conjugate Pairs
1.If a + bi, where b does not equal 0, is a zero of the funct…
40 terms
PreCalculus
Slope
Function
Linear Function
Dependent Variable
A ratio of the increase in y-coordinate of a line to the incr…
A special kind of relation in which each value of the input v…
A function whose graph is a line.
A variable whose value is determined by the value of the inde…
Slope
A ratio of the increase in y-coordinate of a line to the incr…
Function
A special kind of relation in which each value of the input v…
41 terms
Essential Trigonometry for AP Calculus AB
sin(θ) =
cos(θ) =
tan(θ) =
csc(θ) =
sin(θ) =
cos(θ) =
114 terms
Trigonometry & Calculus ch 1-5
1
cos²x
sin²x
sec²x
cos²x+sin²x=
1 - sin²x =
1 - cos²x =
1+tan²x=
1
cos²x+sin²x=
cos²x
1 - sin²x =
96 terms
Trigonometry & Calculus ch 1-4
1
cos²x
sin²x
sec²x
cos²x+sin²x=
1 - sin²x =
1 - cos²x =
1+tan²x=
1
cos²x+sin²x=
cos²x
1 - sin²x =
89 terms
Trigonometry & Calculus ch 1-2
1
cos²x
sin²x
sec²x
cos²x+sin²x=
1 - sin²x =
1 - cos²x =
1+tan²x=
1
cos²x+sin²x=
cos²x
1 - sin²x =
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