For a long-distance phone call, a hotel charges $8.22 for the first minute and $0.73 for each additional minute or fract
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For a long-distance phone call, a hotel charges $8.22 for the first minute and $0.73 for each additional minute or fract
For a long-distance phone call, a hotel charges $8.22 for the first minute and $0.73 for each additional minute or fraction thereof. A formula for the cost is given below, where t is [[−1.6]]=−2. C(t)=8.22−0.73[[−(t−1)]] (a) Use a graphing utility to graph the cost function for 0<t⩽5. (b) Use the oraph to complete the table below and observe the behavioe of the function as t approaches 3:5. Use the graph and the table to find the following limit. t→1→limC(t) (c) Use the graph to complete the tabin beiow and observe the behavior of the function as t approaches 3. Does the limit of C(t) as t approaches 3 exist? The limit existe. The limit does not exist.
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