Example 1-7-2 - Maple Help



Chapter 1: Limits



Section 1.7: Intermediate Value Theorem



Example 1.7.2



 Suppose the temperature at midnight is $55°$F, increases to a high of $85°$F, then returns to $55°$F at midnight the next day. Assuming that the temperature throughout the day is a continuous function of the time of day, show that there is at least one time in the morning when the temperature is the same as the temperature exactly 12 hours later.