the profit at a local coffee shop can be represented by the function pfspfswhere ssis the number

Name: the profit at a local coffee shop can be represented by the function pfspfswhere ssis the number of sales each month part a use transformations to write a function that represents the statement when t
Uploaded: 2023-06-04T01:47:27-08:00
Duration: 2 min 16 s
Channel: Adi S
Description: the profit at a local coffee shop can be represented by the function pfspfswhere ssis the number of sales each month part a use transformations to write a function that represents the statement when t

1. When the number of sales doubles, the shop profit triples. This means that if $s$ is replaced

Question

The profit at a local coffee shop can be represented by the function ????=????(????)P=f(s)where ????sis the number of sales each month. Part a) Use transformations to write a function that represents the statement “When the number of sales doubles, the shop profit triples. However, monthly rent has increased by $1,000 so the profit decreases by that much.” Part b) The point (1400,600)(1400,600)is on the graph of the function ????=????(????)P=f(s). What point would be on the graph of the transformed function from Part a)? What does this represent in the context of the problem? Part c) Having done extensive studies, the coffee shop owner knew that the domain and range of the profit function ????=????(????)P=f(s). The domain is [0,3000][0,3000]and the range is [?2880,1000][?2880,1000]. What are the domain and range of the function you created in Part a)?

          The profit at a local coffee shop can be represented by the
function ????=????(????)P=f(s)where ????sis the number of sales each
month. 
 
Part a) Use transformations to write a
function that represents the statement “When the number of sales
doubles, the shop profit triples. However, monthly rent has
increased by $1,000 so the profit decreases by that much.”
Part b) The
point (1400,600)(1400,600)is on the graph of the
function ????=????(????)P=f(s). What point would be on the graph of the
transformed function from Part a)? What does this represent in the
context of the problem?
Part c) Having done extensive studies, the
coffee shop owner knew that the domain and range of the profit
function ????=????(????)P=f(s). The domain is [0,3000][0,3000]and
the range is [?2880,1000][?2880,1000]. What are the domain and
range of the function you created in Part a)?

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