If we are given 8sin((pi/6)(x+2))+16=20the answers are -1 and 3 because 1/2 can be pi/6 or 5pi/6. However, if y = 10 *8sin((pi/6)(x+2))=10*, what would be the steps to get the answer 5.616793 (I only found one of the answers, which is 8.3803207).
To find the value of y = 10 * 8sin((π/6)(x+2)), you can follow these steps:
Step 1: Start with the equation y = 10 * 8sin((π/6)(x+2)).
Step 2: Simplify the equation by evaluating the sine function:
sin((π/6)(x+2)) = (2/1)
This is because sin(π/6) = 1/2.
Step 3: Multiply the constant term:
y = 10 * 8 * (2/1) = 160
So, the value of y = 10 * 8sin((π/6)(x+2)) is 160.
It seems like you are looking for another value, 5.616793. However, this value is not a direct result of y = 10 * 8sin((π/6)(x+2)). It is possible that this value corresponds to a different equation or a different value of x. Could you please provide more information or context about the equation or the desired value?