In the above diagram the horizontal axis represents the quantity of Good X and the vertical axis represents price in dollars. The demand curve shows various quantity demanded for Good X at respective prices. At the price $100 the quantity demanded for Good X was 150 units, when price rose to $200 the quantity demanded for Good X has fallen to 100 units
The above information can be categorised as
P1=$100 Q1=150 units
P2=$200 Q2=100 units
∆P = P2 – P1 = 200-100 =100 ∆Q=Q2-Q1 = 100-150 = -50
Price elasticity of demand = ∆Q/∆P x [{(P1+P2)/2}/{(Q1+Q2)/2}]
= (-50/100)[{(100+200)/2}/{(150+100)/2}]= -0.5(150/125)= - 0.6
Negative sign indicates that good X is a normal good
(A) in the diagram shown above the elasticity of demand between a price of $100 and $200 is = 0.6
Price elasticity of demand (0.6) is < 1, so here the price elasticity demand is less elastic or inelastic
(B) This means that this section of the demand curve is inelastic
Price of good X in $ (P) |
Quantity of Good X (Q) |
Total Revenue in $= PxQ |
100 |
150 |
15,000 |
200 |
100 |
20,000 |
(C) Increase in price will cause total revenue to Increase
It is clearly evident from the table that increase in price leads to increase in total revenue.
Though the demand for good X is inelastic so an increase in price could results in increase in total revenue
(D) to verify the intuition derived from the total revenue rule the total revenue earned at a price of $100 are $15,000
It is clearly evident from the table that the Total revenue = Price X quantity = 100 X 150 = $15,000
(E) the total revenue rule the total revenue earned at a price of $200 are $20,000
It is clearly evident from the table that the Total revenue = Price X quantity = 200 X 100 = $20,000
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