the underlying formula that you want to use on this one is
A = Pe^(rt)
solving for r and plugging in the values that we know then yields
r = ln(A/P) / t
r = ln(17673/12200) / 5
r = 0.3706 / 5 = 0.07412
which in percentage terms here would be 7.412%
CHRISTIAN B.
asked 10/25/20Use the continuous compound interest formula to find the indicated value.
A=$17,673; P=$12,200; t=60 months; r=?
r=_______%
(Round to three decimal places as needed.)
the underlying formula that you want to use on this one is
A = Pe^(rt)
solving for r and plugging in the values that we know then yields
r = ln(A/P) / t
r = ln(17673/12200) / 5
r = 0.3706 / 5 = 0.07412
which in percentage terms here would be 7.412%
Yefim S. answered 10/25/20
Math Tutor with Experience
A = Pert; from here r = ln(A/P)/t = ln(17673/12200)/60 = .00618 = 0.618%
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CHRISTIAN B.
wrong, 7.41210/26/20