The temperature of a chemical reaction oscilllates between a low of 40 degreesC and a high of 115degreesC. The temperature is at its highest point at the time t=0, and reaches its minimum point over a five-hour period. It then takes the same amount of time to return back to its initial temperature. Let y=H(t) denote the temperature of the reaction t hours after the reaction begins. (a) What in the period of the function y=H(t)? __________ Include units in your answer. (b) What in the midline of the function y=H(t)? __________ Include units in your answer. (c) What in the amplitude of the function y=H(t)? __________ Include units in your answer

The temperature of a chemical reaction oscilllates between a low of 40 degreesC and a high of 115degreesC. The temperature is at its highest point at the time t=0, and reaches its minimum point over a five-hour period. It then takes the same amount of time to return back to its initial temperature. Let y=H(t) denote the temperature of the reaction t hours after the reaction begins. (a) What in the period of the function y=H(t)? Include units in your answer. (b) What in the midline of the function y=H(t)? Include units in your answer. (c) What in the amplitude of the function y=H(t)? __ Include units in your answer

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 18T

See similar textbooks