{{ block title }} Example Calculations {{ endblock }} {{ block content }}
Please answer all the following questions, to help you understand the determination of your income.
1. Each A-participant has 10 ECU. Both B-participant and C participant have 30 ECU. Assume that none of the four A-participants contributes anything to the pool.
a) What will the total income (in ECU) for the A-participant be?
{{ formfield player.question1 }}b) What will the total income (in ECU) for the B-participant be?
{{ formfield player.question2 }}c) What will the total income (in ECU) for the C-participant be?
{{ formfield player.question3 }}2. Each A-participant has 10 ECU. Both B-participant and C participant have 30 ECU. Assume that each of the four A-participants contributes 10 ECU to the pool. The multiplied pool therefore is 4 x 10 x 3 = 120 ECU. The B-participant releases the whole pool, which is 120 ECU.
a) What will the total income (in ECU) for the A-participant be?
{{ formfield player.question4 }}b) What will the total income (in ECU) for the B-participant be?
{{ formfield player.question5 }}c) What will the total income (in ECU) for the C-participant be?
{{ formfield player.question6 }}3. Each A-participant has 10 ECU. Both B-participant and C participant have 30 ECU. Assume that two of the four A-participants contribute 0 ECU to the pool each. The other two of the four A-participants contribute 10 ECU to the pool each. The multiplied pool therefore is (0+0+10+10) x 3 =60 ECU. The B-participant releases 40 ECU.
a) What will the total income (in ECU) for the A-participant who contributes 0 ECU be?
{{ formfield player.question7 }}b) What will the total income (in ECU) for the A-participant who contributes 10 ECU be?
{{ formfield player.question8 }}c) What will the total income (in ECU) for the B-participant be?
{{ formfield player.question9 }}d) What will the total income (in ECU) for the C-participant be?
{{ formfield player.question10 }}