1
Assets
Current Assets
Total
$
1,970
Liabilities
Current Liabilities
Total
$
1,520
$
4,370
$
5,890
Fixed Assets
Net Fixed Assets
$
9,650
Long-term Debt
Total
Total Assets
$
11,620
Total Liabilities
Shareholders Equity
Net Working Capital
8 Sales
Costs
De
1
1st City Bank 2nd City Bank
$
4,500 $
7,962 Calculation
$
3,462 Would earn this much more from 2nd City acct.
9
PV =
FV =
RATE =
-35,000
150,000
3.2%
NPER =
46.202 Years
10 FV =
NPER =
RATE =
625,000,000
25
6%
PV =
($145,624,144)
$145,624,144 Present va
Description
Interest =
Principal or Present Value =
Annual Interest Rate =
Time in Years =
Amount or Future Value =
Interest =
Principal or Present Value =
Principal or Present Value =
Annual Interest Rate =
Annual Interest Rate =
Time in Years =
Time in
Quadratic Formla y = ax2 + bx + c
y=
y=
insert values for a, b and c:
Axis of Symmetry
a
(x2)
+b
0
if a is positive, then smiley
(x)
c
y = ax2 + bx + c
0
x= -b / 2a
x=
-b
0
x= #DIV/0!
y=
x= -b / 2a
#DIV/0!
(x2)
0
0
0
0
0
0
0
+b
0
0
0
0
0
0
0
+ or +
b2
-4a
QUIZ 2
Make sure your answers are concise and to the point, avoid repeating the questions in
your answers. Highlight your answers or use different font or color to make them easily
distinguishable from the questions.
For information use your textbook, onl
MNS 205 Final Quiz No. 4
All Questions are 3 points each
Name: _
Date: _06/01/15_
Yellow highlight your chosen response and include your Name in the File name.
Due Noon Tuesday via reply email.
1) An example of Uniform Probability Distribution is the prob
MNS 205 Quiz No. 3
Name: _
All Questions are 3 points each
Date: 05/25/15_
Yellow highlight your chosen response and include your Name in the File name.
Due Noon Tuesday
1) On one draw, what is the probability of drawing a face card from a full deck of 52
Probability of drawing Diamond each trial = p = 0.25
Probability of not Diamond each trial = 1- p =
0.75
Number of trials = n = 3
Desired number of Diamonds = x = 1
Binomial Pobability Function:
n!
f ( x)
p x (1
x
1st !( n x )!
Trial
Diamon
d
(.25)
Expe