Question

Can income be gained "continuously"? Suppose you are to be given $10,000 for one year as a lump sum, or $1,000 over ten intervals, or $100 over 100 intervals (always over one year). Assuming a 5% APR coinciding with each interval, can you construct a continuous income stream integral? Does each "part" of the integral make sense? you may need to use the formula for sum of a geometric series to help see the development.

Answer 1

"as you would probably know" i am here as a spectator with a posibility to assist

Answer 2

lol go ahead

Answer 3

notes are nice

Answer 4

lol kk

Answer 5

hehe

Answer 6

umm
is it use of continuous compound interest

Answer 7

hehe

Answer 8

lol that was helpful

Answer 9

what did i do?

Answer 10

pippa "nothing"

Answer 11

hehe nothing

Answer 12

okies

A(t)= lim Ao (1 + r/n ) ^nt= lim Ao [ (1+ r/n) ^n/r ] ^rt
n-> ∞ n->∞

Answer 13

this 1 work?

Answer 14

pretend the "o" is a zero

Answer 15

i just made it to look smaller to acommodate the looks

Answer 16

I'm sorry I was headed to bed, too late for this problem.
I wads hoping it would be something I knew offhand.
Good luck!

Answer 17

lol thanks neways :D

Answer 18

so the use of my formula was wrong again :D

Answer 19

y am i so happy about it -.-