y=sin pie divied by 2 theta
The given function is y = sin(pie/2 * theta). This is an equation of an oscillatory function called sine wave where the amplitude is 1. The term (pie/2 * theta) inside the sine function determines the frequency of the oscillation.
To find the value of y for a given value of theta, you can simply substitute that value into the equation and calculate the result. However, it seems that there is a typo in your equation. The correct representation of pi (π) should be used instead of "pie".
Let's assume you want to find the value of y when theta is 30 degrees. First, convert 30 degrees to radians by multiplying it with pi/180 (since there are pi radians in 180 degrees):
theta = 30 degrees * (π/180) = π/6 radians
Now, substitute this value of theta into the equation:
y = sin((π/2) * (π/6)) = sin(π^2/12)
To calculate the value of sin(π^2/12), you can use a scientific calculator or math software. Simply enter the value (π^2/12) into the sine function and hit the "calculate" or "evaluate" button. The result should be a number between -1 and 1, representing the y-coordinate of the corresponding point on the sine wave.