Question #273834

The supply function for a good can be written as Q = 2P + 10, where Q is the quantity supplied in Kilos and P is the Price in dollars.

The price falls from $15 to $10.

Calculate the price elasticity of supply (PES).




1
Expert's answer
2021-11-30T17:42:09-0500

P1=15Q1=2×15+10=40P2=10Q2=2×10+10=30PES=frac%ΔQ%ΔP%ΔQ=(4030)×100  %40=25  %%ΔP=(1015)×100  %15=33.33  %PES=25  %33.33  %=0.75P_1 = 15 \\ Q_1 = 2 \times 15 + 10 = 40 \\ P_2 = 10 \\ Q_2 = 2 \times 10 + 10 = 30 \\ PES = \\frac{\%ΔQ}{\%ΔP} \\ \%ΔQ = \frac{(40-30) \times 100 \; \%}{40} = 25 \; \% \\ \%ΔP = \frac{(10-15) \times 100 \; \%}{15} = -33.33 \; \% \\ PES = \frac{25\; \%}{-33.33\; \%} = -0.75


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