(Activity A continued on next page) Activity A (continued from previous page) 3. Consider the function y = logs(x). A. What function is the inverse of y = logs(x)? B. Give exact coordinates of a pair of corresponding points on y = 5* and y = logs(x). Point on y = 5*: (_ Point on y = logs(x): ( C. Fill in the missing values. Then graph y = 5* and y = logs(x) to check your answers. 5- = logs(25) = 4. Use the probe to find the value of logs(1). A. Fill in the blanks: logs(1) = so the point is on the graph of y = log=(x). This point is the of the graph. B. Use the slider to vary the value of b. What happens to the x-intercept as you do so? C. Explain why that makes sense