Which strategies can be used to solve this problem? A county fair plans to have 24 pigs in its pig exhibit area. Eight pigs can
fit in a large circular pen. The rest of the pigs will be put into square pens that can each fit 2 pigs. What is the fewest number of square pens that will be needed so each pig is in a pen? . A.
Work backward. Find the number of square pens by dividing 24 by 2. Then what is left over goes into the circular pen.
B.
Use logical reasoning.
Subtract 2 pigs 7 times. The number of pigs left will be the number of pigs in the square pens.
C.
Translate into an equation.
(24 – 8) ÷ 2 = p
D.
Model the problem. Use 24 objects to represent the pigs. Move 8 objects into one group. Then put the remaining objects into groups of 2. Then count the groups of 2 to find the number of square pens.
Step-by-step Explanation: The L shaped figure, ignoring the track-like image inside, is the same as the rectangle with just the 4 x 10 section removed.
