Gabriel is comparing three investment accounts offering different rates. Account A: APR of 2.85% compounding monthly Account B: APR of 2.98% compounding quarterly Account C: APR of 2.90% compounding daily Which account will give Gabriel at least a 3% annual yield?
account c is the best deal
its the classic would u rather have a million dollars or a penny that doubles everyday scenario
the answer isn't C, but you would use this formula APY = (1+r/n)^n - 1 where r = APR n = compounding frequency
the anser is soo C
it would make you the most money
the question basically asks which is best since it says at least 3 percent
APY = (1+r/n)^n - 1 APY = (1+0.029/365)^365 - 1 APY = 0.02942340858506 APY = 2.942% so it's not 3% or over 3%
just think about which one has the best value
well this is counter-intuitive
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