Pizza is very popular in New England. But due to much competition and cheaper prices y competitors, Pizza Hut is losing customers and consequently the number of stores remaining open in New England has been decreasing at 11% each year. Pizza Hut had 2178 stores in New England in the year 2015. (a) Find a function P(t) that describes the number of Pizza Hut stores in New England t years after 2015. Give k to 4 places to the right of the decimal point. (b) In what year will the number of Pizza Hut stores in New England be half of what it is today (year 2020)? (If you can't solve part (a), make up an appropriate function and use your function in this part.)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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6.
Pizza is very popular in New England. But due to much competition and cheaper prices
by competitors, Pizza Hut is losing customers and consequently the number of stores remaining open
thNew England has been decreasing at 11% each year. Pizza Hut had 2178 stores in New England in
the year 2015.
Oind a function P(t) that describes the number of Pizza Hut stores in New England t years after
2015. Give k to 4 places to the right of the decimal point.
(b) In what year will the number of Pizza Hut stores in New England be half of what it is today (year
2020)? (If you can't solve part (a), make up an appropriate function and use your function in this
part.)
Transcribed Image Text:6. Pizza is very popular in New England. But due to much competition and cheaper prices by competitors, Pizza Hut is losing customers and consequently the number of stores remaining open thNew England has been decreasing at 11% each year. Pizza Hut had 2178 stores in New England in the year 2015. Oind a function P(t) that describes the number of Pizza Hut stores in New England t years after 2015. Give k to 4 places to the right of the decimal point. (b) In what year will the number of Pizza Hut stores in New England be half of what it is today (year 2020)? (If you can't solve part (a), make up an appropriate function and use your function in this part.)
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