Last 5 books you’ve read Topic

free team for the model

aint there a financial function in excel that does it in one stroke

reading all that gobbledygook in the function help gives me a headache
8/17/2017 6:22 AM (edited)
8/17/2017 6:20 AM
hah!
8/17/2017 6:23 AM
BRONX AND RC

SITTING IN A TREE

P-O-S-T-I-N-G

FIRST COMES BRONX

THEN COMES RC

ONE FAKE WITH TWO NAMES

SPREADING HIS FECES
8/19/2017 4:37 PM
three lines you was lookin good

but you borrowed/sampled/plagiarized all that

then you went out on your own

not so good dougie. stick to pics
9/22/2017 7:15 PM
Posted by kermit on 8/16/2017 12:35:00 PM (view original):
Based on my modeling, the answer is slightly less than 10.96% annually.
That's what I got.

If you start with an excel spreadsheet, and put your base amount in A1 (In your example, 1.00), put the number of compounding periods in B2 (in your example, 20), and put the ending amount in C1 (in your example, 8.00), you can put this formula into D1 to get your rate of growth per period.

=((C1/A1)^(1/B1))-1
9/22/2017 8:03 PM
what now what now what now what

toddcommish > kermit

keep on smartin the people, todd
9/22/2017 8:15 PM
Posted by toddcommish on 9/22/2017 8:03:00 PM (view original):
Posted by kermit on 8/16/2017 12:35:00 PM (view original):
Based on my modeling, the answer is slightly less than 10.96% annually.
That's what I got.

If you start with an excel spreadsheet, and put your base amount in A1 (In your example, 1.00), put the number of compounding periods in B2 (in your example, 20), and put the ending amount in C1 (in your example, 8.00), you can put this formula into D1 to get your rate of growth per period.

=((C1/A1)^(1/B1))-1
tyvm
9/22/2017 8:20 PM
Posted by bagchucker on 9/22/2017 8:20:00 PM (view original):
Posted by toddcommish on 9/22/2017 8:03:00 PM (view original):
Posted by kermit on 8/16/2017 12:35:00 PM (view original):
Based on my modeling, the answer is slightly less than 10.96% annually.
That's what I got.

If you start with an excel spreadsheet, and put your base amount in A1 (In your example, 1.00), put the number of compounding periods in B2 (in your example, 20), and put the ending amount in C1 (in your example, 8.00), you can put this formula into D1 to get your rate of growth per period.

=((C1/A1)^(1/B1))-1
tyvm
Glad to help. Math nerdness doesn't come in handy too often... i'm glad to exercise my nerdism.
9/22/2017 8:22 PM
so bookwise, what you read lately?

sumpin bout Cassini I bet
9/22/2017 8:32 PM
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these covers being wider than normal point to childrens books

gloss over the newsprint innards

glue no stitch

what am i to make of cheap science
9/22/2017 9:05 PM
9/24/2017 4:58 PM
arrow of time

time's arrow

whatever it was

pretty great. have to read it again. like i had to see Memento again



what if life started at death and wound up in the womb

great thing about that scheme as long as you live no one dies




but then what do doctors do

they get a guy resting and mending, rip his innards or break his limbs, and ship him out at high speed



how do you eat: you chew, spit on your plate, make a nice presentation



how do you sex. etc







and then he brings in the boys from brazil


11/6/2017 8:55 PM (edited)
Strange Weather - Joe Hill (One of Stephen King's kids) Its 4 short novellas and I highly recommend it. In the same general vein as King.
Deep Freeze - John Sandford That ******* Flowers is back and very entertaining as usual.
11/10/2017 4:19 PM
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