In: Economics
Consider the equations for the following straight-line supply curves. In each case, p is the price (measured in dollars per unit) and QS is the quantity supplied of the product (measured in thousands of units per month). Supply A: pQSA, and Supply B: pQSB a. Plot each supply curve on a scale diagram. In each case, plot point 1, which corresponds to price equal to $20, and point 2, which corresponds to price equal to $40. 1.)
For each supply line, A and B, use the point drawing tool to plot and label: i.) points A1 and B1 (where price$20). ii.) points A2 and B2 (where price$40
X and Y-axis of the above diagram show QS- the quantity supplied of the product (measured in thousands of units per month) and p-price (measured in dollars per unit) respectively. Y-axis has been plotted with scale difference of $20 (initiating with $20). X-axis has been plotted with scale difference of 10,000units (initiating with 10,000units). A and B show the two straight lined supply curves.
As per the given question, A1 and B1 are the points corresponding to $20 price. A2 and B2 are the points corresponding to $40 price. Though the corresponding values of quantity supplied depends on the slopes of the respective supply curves, we have assumed the slopes (ΔY/ΔX) of supply curves A and B to be 2 and 1 respectively.
Thus 10,000 and 20,000 units are the quantity supplied at poit A1 and B1 respectively.
Similarly, 20,000 and 40,000 units are the quantity supplied at poit A2 and B2 respectively.