![Given $X\sim\text{Unif}(0,2\pi)$, find the probability density function of $Y = \sin(X)$ - Mathematics Stack Exchange Given $X\sim\text{Unif}(0,2\pi)$, find the probability density function of $Y = \sin(X)$ - Mathematics Stack Exchange](https://i.stack.imgur.com/68KNl.jpg)
Given $X\sim\text{Unif}(0,2\pi)$, find the probability density function of $Y = \sin(X)$ - Mathematics Stack Exchange
SOLUTION: I'm having trouble understanding how this problem works, I get that when you take the square away from the cos the 1/2 becomes 1/4. but how does 1/4 equate to π/4?
![How to Draw an Angle Between 0 and 2pi in Standard Position Given an Angle in Radians | Trigonometry | Study.com How to Draw an Angle Between 0 and 2pi in Standard Position Given an Angle in Radians | Trigonometry | Study.com](https://study.com/cimages/multimages/16/radians8249436407327792020.png)
How to Draw an Angle Between 0 and 2pi in Standard Position Given an Angle in Radians | Trigonometry | Study.com
![For which of the quadrant angles 0, pi/2, pi , and 3pi/2 is the sine function equal to 0? | Homework.Study.com For which of the quadrant angles 0, pi/2, pi , and 3pi/2 is the sine function equal to 0? | Homework.Study.com](https://homework.study.com/cimages/multimages/16/screen_shot_2022-09-06_at_11.33.19_pm4725595962387773634.png)
For which of the quadrant angles 0, pi/2, pi , and 3pi/2 is the sine function equal to 0? | Homework.Study.com
![Find all theta in (-pi, 2pi) that satisfy sin(theta) = 1/2. Hint: There should be two solutions. Which points on the unit circle have y-coordinate 1/2? | Homework.Study.com Find all theta in (-pi, 2pi) that satisfy sin(theta) = 1/2. Hint: There should be two solutions. Which points on the unit circle have y-coordinate 1/2? | Homework.Study.com](https://homework.study.com/cimages/multimages/16/sdcb21387155720690692200.png)
Find all theta in (-pi, 2pi) that satisfy sin(theta) = 1/2. Hint: There should be two solutions. Which points on the unit circle have y-coordinate 1/2? | Homework.Study.com
![100 POINTSSS WILL VOTE MOST BRAINLIEST The table lists several points on a polar graph. θ 0 pi over 6 pi - Brainly.com 100 POINTSSS WILL VOTE MOST BRAINLIEST The table lists several points on a polar graph. θ 0 pi over 6 pi - Brainly.com](https://us-static.z-dn.net/files/dba/bb7b99b4d2a1aa28ef4a9006200d8710.png)
100 POINTSSS WILL VOTE MOST BRAINLIEST The table lists several points on a polar graph. θ 0 pi over 6 pi - Brainly.com
![Use Calculator To Solve Equations On Interval [0, 2pi) cot x =2, tan x =5, cos x =0.6, sin x = 0.4 - YouTube Use Calculator To Solve Equations On Interval [0, 2pi) cot x =2, tan x =5, cos x =0.6, sin x = 0.4 - YouTube](https://i.ytimg.com/vi/dwjFsRJwNB0/maxresdefault.jpg)
Use Calculator To Solve Equations On Interval [0, 2pi) cot x =2, tan x =5, cos x =0.6, sin x = 0.4 - YouTube
![1 ponto) Resolva as equações abaixo no intervalo [0,2π .[ Depois, escolha a alternativa que contenha as - Brainly.com.br 1 ponto) Resolva as equações abaixo no intervalo [0,2π .[ Depois, escolha a alternativa que contenha as - Brainly.com.br](https://pt-static.z-dn.net/files/d20/eff278af4e2970ce9bce2652c1164190.jpg)
1 ponto) Resolva as equações abaixo no intervalo [0,2π .[ Depois, escolha a alternativa que contenha as - Brainly.com.br
![Consider the function f(x)=(x+2)/cos(x) with the domain [0,2pi]. Where is f(x) continuous on [0,2pi]? Express your answer in interval notation. | Homework.Study.com Consider the function f(x)=(x+2)/cos(x) with the domain [0,2pi]. Where is f(x) continuous on [0,2pi]? Express your answer in interval notation. | Homework.Study.com](https://homework.study.com/cimages/multimages/16/screen_shot_2018-08-09_at_5.17.40_pm5485221551351391721.png)
Consider the function f(x)=(x+2)/cos(x) with the domain [0,2pi]. Where is f(x) continuous on [0,2pi]? Express your answer in interval notation. | Homework.Study.com
![How do you find which quadrant each question is referring to if 0<a<pi/2, and 3pi/2<B<2pi? | Socratic How do you find which quadrant each question is referring to if 0<a<pi/2, and 3pi/2<B<2pi? | Socratic](https://useruploads.socratic.org/19ehiIRrQlGzPf9TF4h1_Quadrants.gif)