
Thursday, April 17, 2008
Thursday, April 10, 2008
Tuesday, April 8, 2008
Class Notes (4-8-08) Tuesday
Monday, April 7, 2008
Class Notes from (4-7-08) Monday
Tuesday, April 1, 2008
Classwork April 1, 2008 by Josh H.
What we did in class 4/ 1/ 08 was:
Finish Up 3/ 31/ 08 classwork- Monday's classwork in excell.
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Warm Up Problems
(4-1-08) Tuesday
1. Is matrix multiplication commutative? Prove using examples.
2. Multiply the following matrices
| 4 6 8 |
| 3 17 9 |
| 7 17 21 | | 21 26 32 39 |
| 6 22 32 | * | 24 27 34 40 |
| 8 15 55 | | 25 28 37 41 |
Upload Problems!
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Finish Friday's and Monday's claswork.
----------------------------
Next Scribe 4/ 3/ 08 Thursday is Patrick W.
Finish Up 3/ 31/ 08 classwork- Monday's classwork in excell.
--------------------------
Warm Up Problems
(4-1-08) Tuesday
1. Is matrix multiplication commutative? Prove using examples.
2. Multiply the following matrices
| 4 6 8 |
| 3 17 9 |
| 7 17 21 | | 21 26 32 39 |
| 6 22 32 | * | 24 27 34 40 |
| 8 15 55 | | 25 28 37 41 |
Upload Problems!
----------------------------
Finish Friday's and Monday's claswork.
----------------------------
Next Scribe 4/ 3/ 08 Thursday is Patrick W.
Monday, March 31, 2008
Ipiphani's Scribe for Monday, March 31, 2008

Correction for Important Notes For Multiplying matrices in Excel:
1. You must name you matrices/arrays (Upper left corner of Formula Bar)
2. Highlight where you want your result to go.
3. Go to Insert Function, click Math & Trig., then MMULT (Matrix Multiplication)
4. Name your Arrays, then Press and hold (all together) control + shift + enter to fill your array
Scribe for next class is JOSH H.
Friday, March 28, 2008
Dakota's Scribe Post for Friday(3/28/08)
Today in class we learned about multiplying matrixes. When multiplying you must mutiply first and then add to get the correct answer. For example for problem #! you would multiply 4*20(cars) and 6*25(trucks) and then add them together to get the total number of (w)wheels= 230
Notes:
1. Matrix Multiplication
c t w s g w s g
BE [20 25] * c⎡4 2 1⎤ = BE [230 65 95]
t ⎣6 1 3⎦
(1row byt 2 coulmns) * (2 rows by 3 columns)
w s g
BE[230 65 95]
(1row by 3 columns)
c t w s g
2. BE⎡20 25⎤ c⎡4 2 1⎤ = BE⎡230 65 95⎤
FA⎣13 15⎦ * t⎣6 1 3⎦ FA⎣14241 58⎦
(2rows by 2 columns) * (3rows by 3 columns)
Notes:
1. Matrix Multiplication
c t w s g w s g
BE [20 25] * c⎡4 2 1⎤ = BE [230 65 95]
t ⎣6 1 3⎦
(1row byt 2 coulmns) * (2 rows by 3 columns)
w s g
BE[230 65 95]
(1row by 3 columns)
c t w s g
2. BE⎡20 25⎤ c⎡4 2 1⎤ = BE⎡230 65 95⎤
FA⎣13 15⎦ * t⎣6 1 3⎦ FA⎣14241 58⎦
(2rows by 2 columns) * (3rows by 3 columns)
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