For each of the following calculate abnormal profit or loss per unit of output and then calculate total abnorma I profit or loss: Q=200units;AC= 8,P= 9 Q=250units;AC= 15,P= 13 Q=150units;AC= 17,P= 17

To calculate the abnormal profit or loss per unit of output, we need to subtract the average cost (AC) from the price (P) for each scenario. The formula for calculating abnormal profit or loss per unit is:<br /><br />\[ \text{Abnormal Profit or Loss per Unit} = P - AC \]<br /><br />Let's calculate the abnormal profit or loss per unit for each scenario:<br /><br />1. **Scenario 1:**<br /> - \( Q = 200 \) units<br /> - \( AC = \$8 \)<br /> - \( P = \$9 \)<br /><br /> \[ \text{Abnormal Profit or Loss per Unit} = \$9 - \$8 = \$1 \]<br /><br />2. **Scenario 2:**<br /> - \( Q = 250 \) units<br /> - \( AC = \$15 \)<br /> - \( P = \$13 \)<br /><br /> \[ \text{Abnormal Profit or Loss per Unit} = \$13 - \$15 = -\$2 \]<br /><br />3. **Scenario 3:**<br /> - \( Q = 150 \) units<br /> - \( AC = \$17 \)<br /> - \( P = \$17 \)<br /><br /> \[ \text{Abnormal Profit or Loss per Unit} = \$17 - \$17 = \$0 \]<br /><br />Next, we calculate the total abnormal profit or loss by multiplying the abnormal profit or loss per unit by the quantity (Q):<br /><br />1. **Scenario 1:**<br /> \[ \text{Total Abnormal Profit or Loss} = 200 \times \$1 = \$200 \]<br /><br />2. **Scenario 2:**<br /> \[ \text{Total Abnormal Profit or Loss} = 250 \times (-\$2) = -\$500 \]<br /><br />3. **Scenario 3:**<br /> \[ \text{Total Abnormal Profit or Loss} = 150 \times \$0 = \$0 \]<br /><br />So, the results are:<br /><br />1. **Scenario 1:**<br /> - Abnormal Profit or Loss per Unit: \$1<br /> - Total Abnormal Profit or Loss: \$200<br /><br />2. **Scenario 2:**<br /> - Abnormal Profit or Loss per Unit: -\$2<br /> - Total Abnormal Profit or Loss: -\$500<br /><br />3. **Scenario 3:**<br /> - Abnormal Profit or Loss per Unit: \$0<br /> - Total Abnormal Profit or Loss: \$0