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A camp leader figures that she needs one tent for every three campers, plus a tent for herself. Define a variable and write an expression to represent the number of tents needed.

Guest Jan 28, 2015

Best Answer 

 #2
avatar+92856 
+5

For the second....let the number of campers = N   and the total tents = T   so we have

T =  ceiling(N/3) + 1  

The "ceiling" is defined as  ..   the least integer that is greater than or equal to (N/3)

Thus, if we had 21 campers  ...  ceiling(N/3) = ceiling(21/3) = ceiling(7) = 7

However, if we had 22 campers ... ceiling(22/3) = ceiling(7 + 1/3) = 8

The reason for using this is that we need an "extra" tent  for any "fractional"  campers

 

CPhill  Jan 28, 2015
 #1
avatar+92856 
+5

For the first one, let the total cost = C  and the time worked =T

So we have

C = 40T + 50   

{The "40T" is known as the "variable" cost and the "50" is the "fixed" cost...}

 

CPhill  Jan 28, 2015
 #2
avatar+92856 
+5
Best Answer

For the second....let the number of campers = N   and the total tents = T   so we have

T =  ceiling(N/3) + 1  

The "ceiling" is defined as  ..   the least integer that is greater than or equal to (N/3)

Thus, if we had 21 campers  ...  ceiling(N/3) = ceiling(21/3) = ceiling(7) = 7

However, if we had 22 campers ... ceiling(22/3) = ceiling(7 + 1/3) = 8

The reason for using this is that we need an "extra" tent  for any "fractional"  campers

 

CPhill  Jan 28, 2015

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