The producer surplus is calculated by using the formula for area of a triangle = 1/2 * base * height
In the given question above, note that the supply curve does not start from the origin. This we know because when we put Q = 0 in the given equation Q = 2p - 10 …..(1), the result is as follows:
0 = 2p - 10
2p = 10
p = 10/2 = 5
This means that the supply curve starts at the point where p=5, ie, the producer will not supply anything for a price less than $5 OR that the supply curve has an intercept of 5 units on the y axis.
Now, given that p = $15, we calculate the quantity demanded at this price by substituting p = $15 in (1), then,
Q = 2p - 10
Q = 2*15 -10 = 30 - 10
Q = 20
Now, we know that quantity supplied at p =$15 is 20 and no quantity is supplied (0 quantity) at p<$5
For calculating the producer surplus with the formula 1/2 * price (p) * quantity (q), we have
p1= $15, p2 = $5 and q = 20
p= (p1 - p2) = $(15 - 5) = $ 10
Hence, the required producer surplus is 1/2 * p * q = 1/2 * 10 * 20 = 10 * 10 = 100
Ans- Required producer surplus = $ 100
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