Respuesta :
Answer:
(b) he consumes at least 5 units of ambrosia.
Explanation:
Ike has a red income of 40 and a blue income of 10
Step 1
1 blue income = 1bcu
1 red income = 1 rcu
1 unit of ambrosia = 1 bcu
1 unit of ambrosia = 2 rcu
1 unit of bubblegum = 1 bcu
1 unit of bubblegum = 6 rcu
Step 2
You have to pay twice for what you buy, once in red currency, once in blue currency.
1 unit of ambrosia = 1 bcu * 2 = 2bcu
1 unit of bubblegum = 1 bcu * 2 = 2bcu
1 unit of ambrosia = 2 rcu * 2 = 4 rcu
1 unit of bubblegum = 6 rcu * 2 = 12 rcu
Step 3
For blue currency
When Ike buys 1 unit of ambrosia (2bcu) and 1 unit of bubblegum (2bcu) he is left with 10bcu -(2bcu+2bcu) = 6bcu
For red currency
When Ike buys 1 unit of ambrosia (4rcu) and 1 unit of bubblegum (12 rcu) he is left with 40 rcu -(4 rcu + 12rcu) = 24 rcu
Step 4
For blue currency
When Ike buys 1 unit of ambrosia (2bcu) and 1 unit of bubblegum (2bcu) he is left with 6bcu -(2bcu+2bcu) = 2bcu
For red currency
When Ike buys 1 unit of ambrosia (4rcu) and 1 unit of bubblegum (12 rcu) he is left with 24 rcu -(4 rcu + 12rcu) = 8 rcu
Step 5
For blue currency
When Ike buys 1 unit of ambrosia (2bcu) he is left with 2bcu - 2bcu = 0bcu. (All blue income spent)
For red currency
When Ike buys 1 unit of ambrosia (4rcu) he is left with 8rcu -4 rcu = 4 rcu
Ike purchased a total of 6 units of ambrosia and spent all of his blue income with 4 red income left.
The answer is therefore B which means he consumes at least 5 units of ambrosia.