4. While docked, the captain wants to resupply the ship’s missiles and ray-guns. You will need to explain to the captain what information you must know and how that can be used to determine the number of missiles and ray-guns to fill the ship and use all the batteries. ⦁ The ship can hold only 15 weapons total and only has 45 batteries. ⦁ The missiles and ray-guns each require different amounts of batteries to operate.
Can i please get help? I don't know what's going on with this question
@Hero can you help me?
Let x = total number of missiles on the ship y = total number of ray guns on the ship Then total number of weapons on the ship is represented by: x + y = 15 Let a = number of batteries per missile b = number of batteries per ray gun Then the total number of batteries is represented by ax + by = 45 At this point you would have a system of equations: x + y = 15 ax + by = 45 But it is not solvable unless you know the values of a and b.
I did that but i got a negative number
The system is \(\bf{\text{not solveable}}\) unless you know the values of a and b, which you don't .
So, what do I do now? I don't know the values of a and b because they never told me.
You should re-read your problem again.
It explains what it is that you have to do.
What?
oh ok, I think it's saying to explain how to solve it but you can't because you don't a and b
Correct. More explicitly, Directions of the problem: 1. Explain to the captain what information needs to be known in order to determine the number of missiles and ray-guns to fill the ship and use all the batteries. 2. Explain how the number of missiles and ray guns can be determined once you know the values of a and b. Hint: ( The captain should know such information. ) Suggestion: Assume the captain gives you values of a and b (by making them up yourself) Then solve the system to demonstrate how the values of x and y can be found.
Oh ok. I get it. Thank you. I can solve the rest now.
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