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Nadine's software Nadine sells user-friendly software. Her firm's production is f(X, X)=X+2X, where X is the amount of unskilled labor and X is the...

1. Nadine’s software
Nadine sells user-friendly software. Her firm’s production is f(X₁, X₂)=X₁+2X₂, where X₁ is the amount of unskilled labor and X₂ is the amount of skilled labor that she employs. (Graph: Unskilled Labor X₁: 0,10,20,30,40; Skilled Labor X₂: 0,10,20,30,40)
a. In the graph below, place a purple (diamond symbols) to show a production isoquant representing input combinations that will produce 20 units of output. Position a red line (cross symbols) to represent an isoquant of input combinations that will produce 40 units of output.
b. Does this production function exhibit increasing, decreasing, or constant returns to scale?
c. If Nadine uses only unskilled labor, how much unskilled labor would she need in order to produce y units of output?
d. If Nadine uses only skilled labor to produce output, how much skilled labor would she need in order to produce y units of output?
e. If Nadine faces factor prices(1,1), what is the cheapest way for her to produce 20 units of output? X₁= ? X₂=?
f. If Nadine faces factor prices (1,3), what is the cheapest way for her to produce 20 units of output? X₁=? X₂=?
g. If Nadine faces factor (w₁,w₂), what will be the minimal cost of producing 20 units of output?
h. If Nadine faces factor (w₁,w₂), what will be the minimal cost of producing y units of output?

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