Write the equation of the sine function with an amplitude of, a period of, a phase shift of, and a vertical shift of 10 units up.
You left out three numbers or symbols folliwing the words "of"
To write the equation of a sine function with given properties, we need to know the following information:
1. Amplitude (A): The amplitude of a sine function represents the half-distance between the maximum and minimum values of the function. In this case, you mentioned an amplitude of (a), but there is no specific value provided.
2. Period (P): The period of a sine function is the distance between two consecutive maximum or minimum points of the function. In this case, you mentioned a period of (p), but there is no specific value provided.
3. Phase Shift (C): The phase shift affects the horizontal position of the sine function. A positive phase shift moves the graph to the right, while a negative phase shift moves it to the left. In this case, you mentioned a phase shift of (c), but there is no specific value provided.
4. Vertical Shift (D): The vertical shift moves the entire graph of the sine function up or down. In this case, you mentioned a vertical shift of 10 units up.
Without the specific values for the amplitude, period, and phase shift, we cannot determine an exact equation. Once you provide those values, I can help you write the equation of the sine function accordingly.