For a given commodity and pure competition, the number of units produced and the price per unit are determined as the coordinates of the point of intersection of the supply and demand curves. Given the demand curve
$$p = 60 - \frac { x } { 20 }$$
and the supply curve
$$p = 30 + \frac { x } { 30 } ,$$
find the consumer surplus.

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The Answer of For a given commodity and pure competition, the number of units produced and the price per unit are determined as the coordinates of the point of intersection of the supply and demand curves. Given the demand curve
$$p = 60 - \frac { x } { 20 }$$
and the supply curve
$$p = 30 + \frac { x } { 30 } ,$$
find the consumer surplus.

For a Given Commodity and Pure Competition, the Number of Units