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Find the minimum and maximum distances of the buoy from the bottom of the lake when a boat passes by.
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Answer to Problem 35PPS
The minimum and maximum distance of the buoy is
Explanation of Solution
Given: It is given in the question that a buoy marking the swimming area in a lake oscillates each time a speed boat goes by its distance d in feet and t is the time in seconds are given by the function
Concept Used:
In this, use the concept of the general equation for sine
Calculation: The graph of the function
Since, it is know that the minimum value of the sine function is
Now, the maximum value of the sine function is
Conclusion:
The minimum and maximum value is
Chapter 12 Solutions
Glencoe Algebra 2 Student Edition C2014
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