An ice cream truck owner has determined that his maximum revenue occurs when he sells 1{,}2501,2501, comma, 250 cones per month. For every cone above or below 1{,}2501,2501, comma, 250 that he sells, his revenue decreases by \$0.15$0.15dollar sign, 0, point, 15. Which of the following equations can be used to find the possible numbers of cones, ccc, for which the revenue decreases \$250$250dollar sign, 250 from the maximum?
Answers
Given : An ice cream truck owner has determined that his maximum revenue occurs when he sells 1,250 cones per month. For every cone above or below 1,250 tha the sells, his revenue decreases by $0.15.
To Find : Which of the following equations can beused to find the possible numbers of cones, c, for which the revenue decreases$250 from the maximum
A.15|c-250|=1,250
B.15|c-1,250|=250
C.0.15|c-1,250|=250
D.0.15|c-250|=1,250
Step-by-step explanation:
Maximum revenue when cones sold = 1250
Cones Sold = C
if C > 1250
=>
0.15 ( C - 1250) = 250
if C < 1250
=> 0.15 ( 1250 - C ) = 250
0.15 ( C - 1250) = 250
or
0.15 ( 1250 - C ) = 250
Hence 0.15 | C - 1250 | = 250
0.15 | C - 1250 | = 250 is the equations which can be used to find the possible numbers of cones,
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