Problem Given sin , find . On tho basis function is called the inverse sine func

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Problem Given sin , find . On tho basis function is called the inverse sine function. Recall that Section 5.2 provides a general discussion of inverse functions. You will need to understand how the general observations given there are interpreted when f is a trig function and fis an inverse trig of this perspective, the function that reverses the assignments of the sine 1. Soe Examples l and 2 in Section 6.4. In the graph of y-d+sin it can be helpful to refer to the line y-d as the midline of the graph. 2. See Examples 3, 4, and 5 in Section 6.4. Do manually. Then, try the ZOOM TRIG option on your calculator (which must be set for Radian mode). 3. See Exercises 9 and 10 in Section 6.4. Reading information from a graph is a high priority topic. 4. See Exercises 87-90 in Section 6.4. An alternating electric current demonstrates repeating behavior. The significance of the period and amplitude are clear in this type of application. 5. See Example 6 in Section 6.4. The text changed the equation by using the even-odd properties from Section 6.3. In the formulas in the text note that it is assumed that >. 6. See Examples 8 and 9 in Section 6.4. Remember that the period is given by 2T/o 7. See Examples 8 and 9 in Section 6.4. Use the form y-Asin(ot) when the graph passe through (0,0). Use y-Acos(ot) when the y-intercept is a high point or a low point

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These questions are pretty unclear.

Is it part of a previous assignment?

I think it is.

If so, plz tag that on here

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