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Assignment 1 Question 4 Answers
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e. Put the relationship between P and QD^ (assuming Y = $6,000 ) on the grid putting P on the vertical axis. Indicate the intercept value on each axis. [Notice: Whatever the value of Y , when given, it becomes plays the role of the X-intercept in this example.] f. Assuming Y = $6,000, calculate the change in the quantity demanded when the price increases from $1,000 to 2,000. Do the same for a price increase from $500 to $1,000 and from $500 to $2,000. Call the change in the quantity demanded ∆𝑄𝐷^ and the change in the price ∆𝑃. (∆ means “change in.”) DIY. g. Calculate the slope of the relationship graphed in previous part. Since the graphed relationship is a straight line (it can be told by comparing the typical expression for a straight line given in class with P = 2000 – 1 3 QD), the slope can be calculated by measuring ∆𝑃^ ⁄∆ (^) 𝑄𝐷 between any two points along the line. For instance, if P changes from $500 to $1000, according to the demand relationship, QD^ changes from 4,500 units to 3,000. This implies ∆𝑃 = 1,000 – 500 = 500 and ∆𝑄𝐷 = 3,000 – 4,500 = - 1,500, and ∆𝑃^ ⁄∆ (^) 𝑄𝐷
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