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I don't know how to make a production possibility curve. ECONOMICS PRODUCTION POSSIBILITIES CURVES Chippy the Chipmunk cartoon has taken the place of Sam the

I don't know how to make a production possibility curve.

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ECONOMICS PRODUCTION POSSIBILITIES CURVES \"Chippy the Chipmunk\" cartoon has taken the place of \"Sam the Skunk\" as the most popular cartoon for children ages 3 to '3'. Tim's Terric Toy Company produces stuffed animal versions of both Chippy and Sam. Show the following on a PPC: . Draw a PPC and label each axis for the two stuffed animals. Show the production of Chippy and Sam BEFORE Chippy became more popular. Label the point \"A". Show the production of Chippy and Sam AFTER Chippy became more popular. Label the point \"".B Tim's Terric Toy Company produces both \"Chippy the Chipmunk" and "Sam the Skunk\" stuffed animals. a. Draw a PPC and label each axis for the two products produced. b. Currently, TTT Company can produce only 10,000 Chippy stuffed animals and 15.000 Sam stuffed animals. On the graph label a point representing this combination of stuffed animals as point \"A". TTT Company would like to increase production of Chippy and Sam to 18,000 Chippy's and 20.000 Sam's, but they lack the resources to do so. Draw a point on the graph to represent this and label the point \"B\". The island of Mee-See-UTo produces only two items: Grizzles. a capital good and Rutods, a consumer good. Show the following on a PPC: Draw a PPC and label each axis for the two products produced. The country produces more Grizzles because they are more popular. Label the point on the graph as point "A\". Show the impact of an increase in technology used to produce Grizzles. Draw the curve in RED. The island of Mee-See-U-To produces only two items: Grizzles, a capital good and Rutods, a consumer good. Show the following on a PPC: a. Draw a PPC and label each axis for the two products produced. b. The country produces more Rutods because they are more popular. Label the point on the graph as point \"A". c. Show the impact of an epidemic that wipes out \"3 of the CC V V population. Draw the curve in RED

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