Answer:
n = 0, f(n) = 350
n = 1, f(n) = 371
n = 2, f(n) = 393.26
n = 3, f(n) = 416.86
n = 4, f(n) = 441.87
n = 5, f(n) = 468.38
n = 6, f(n) = 496.48
Step-by-step explanation:
We need to use a formula to work out each bit.
f(n) = P x (1 + r/100)^n
f(n) = 350 x (1.06)^n
So the values are:
n = 0, f(n) = 350
n = 1, f(n) = 371
n = 2, f(n) = 393.26
n = 3, f(n) = 416.86
n = 4, f(n) = 441.87
n = 5, f(n) = 468.38
n = 6, f(n) = 496.48
