Larry and Peggy are making decisions on their bank accounts. Larry wants to put the original money in an account with a higher interest rate. Peggy wants to put more money in as a principle amount because the more you start with, the more interest you will gain. Explain which method will result in more money.
It is impossible to say without some numbers, and whether the interest is simple or compounding. With simple interest, they are proportional: I=Prt So double the interest rate will have the same effect as double the principle.
I don't see how to do this, sorry. :/
I think I can come up tih my own examples like if it were 2% or 5%... im pretty sure that's what its telling me that you can choose your own numbers
@hero do you think you could help
Larry and Peggy are making decisions on their bank accounts. Larry wants to put the original money in an account with a higher interest rate. Peggy wants to put more money in as a principle amount because the more you start with, the more interest you will gain. Explain which method will result in more money. Larry would prefer: f(0.4) = 20 + 20(0.4) Peggy would prefer: f(0.2) = 40 + 40(0.2)
yes so they can both make the same money?
Solve it. f(0.4) = 20 + 8 f(0.4) = 28 Now you solve the other one.
Okay look, f(0.4) = 20 + 8 means he gets 8 dollars in interest. f(0.2) = 40 + 40(0.2) f(0.2) = 40 + 8 So they make the same amount of money.
ok thank you
No problem.
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