62 Answered Questions for the topic Trig Functions
06/10/21
Find θ if d is 2.6 miles. Round to the nearest tenth.
The radar on a ship picks up two shipwrecks, A and B, 5.12 miles beneath the surface. The distance between the shipwrecks is 1.25 miles. The angle of depression to Shipwreck B depends on the...
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03/23/21
Find the derivative of the following functions: (Please show steps)
f(x)= secx = 1/cosx
2. f1(x) = 1/2x
If f1(x)=4(x), then f(x) is
10/23/19
Find the derivatives
Find dy/dx:1.) y = (tanx) / (1+xtanx)2.) y = cot(x^2)+sec^2x3.) x^3 -xy +y^2 =44.) y = xarctanx
Trig Functions Algebra 2
07/25/19
What is the value of tan(Θ)
Trig Functions Algebra 2
07/25/19
What is the value of cos(Θ)
Trig Functions Algebra 2
07/25/19
What is cos(Θ)?
Trig Functions Algebra 2
07/24/19
How to find tan(2x)
If cos x= 21/29, 0° < x < 90°, what is tan(2x)?
Trig Functions Algebra 2
07/23/19
How to find cos(2x)
If tan x= 24/7, and 0° < x < 90°, what is cos(2x)?
Trig Functions Algebra 2
07/23/19
Dealing with half angles
How do you determine whether the sign of a trigonometric function (sine, cosine, tangent) is positive or negative when dealing with half angles? Why do the half-angle identities include positive...
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07/22/19
What is sin(α + β)
If 180° < α < 270°, cos α= -8/17, 270° < β < 360°, and sin β= -4/5, what is sin(α + β)?
Trig Functions Algebra 2
07/22/19
Equivalent Expressions
Which expressions are equivalent to cot θ?
Trig Functions Algebra 2
07/19/19
Finding the answer to sin
If tan x= 12/5, and 0° < x < 90°, what is sin (2x).
Trig Functions Algebra 2
07/18/19
Finding the answer to cosΘ
If sinΘ= -8/17 and 270° < Θ < 360°, what is cosΘ?
Trig Functions Algebra 2
07/18/19
Ways functions can be expressed
What are some of the ways tanθ=sinθ/cosθ can be expressed?
07/16/19
Points on a graph
Which points are on the graph of the function f(x) = cos x?-(0, 1)-(3π/2, 0)-(π/2, 1)-(π/4, √2/2)
07/16/19
Points on the graph
Which points are on the graph of the function f(x)= tan x-(π/2, 0)-(3π/4, -1)-(0, 0)-(π/4, 1)
07/16/19
Periodic phenomena
What makes periodic phenomena difficult to model?What are some of the problems you may encounter using trigonometric functions as a model?
Trig Functions Algebra 2
07/15/19
Modeling trig functions
How are periodic phenomena relatively easy to model using trigonometric functions? What makes them difficult to model this way?
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