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- anonymous

Find the product, AB, if possible.
3 -2
A= 6 0
0 -2
B= 2 6

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- anonymous

Find the product, AB, if possible.
3 -2
A= 6 0
0 -2
B= 2 6

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- anonymous

is this matrices?

- anonymous

I think so

- anonymous

|dw:1348637325793:dw|

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- anonymous

i used a graphing calculator with matrix application and this is the answer

- anonymous

I don't have a calculator which makes it harder you think you can help me with another...

- anonymous

yeah

- anonymous

Find the product, AB, if possible.
0 -3 -2 0
A= 2 1 B= -1 1

- anonymous

3 -3
-5 1

- anonymous

Perform the indicated operation.
-1 2 5 1 -1 4
6 -1 8 5 3 2
Let A= -4 5 7and B= -9 8 5
Find A - B

- anonymous

That one and one more that I really need help on and thats it.

- anonymous

-2 3 1
1 -4 6
5 -3 2

- anonymous

Solve the problem. A company makes three chocolate candies: cherry, almond, and raisin. Matrix A gives the amount of ingredients in one batch. Matrix B gives the costs of ingredients from suppliers J and K. Multiply the matrices.
Sugar choc milk J K
6 8 1 cherry 4 3 Sugar
6 4 1 almond 4 5 choc
A= 5 7 1 raisin B=2 2 milk My answer is but not to sure :/
Jk
58 60 Sugar
42 40 Choc
50 52 milk

- anonymous

http://www.mathwarehouse.com/algebra/matrix/multiply-matrix.php
http://stattrek.com/matrix-algebra/matrix-addition.aspx
you might want to look at these sites to understand exactly how to do matrice applications

- anonymous

So im guess I was wrong

- anonymous

I kinda knw how to do them its just hard a lil hard for me :l

- anonymous

you got the last one right

- anonymous

58 60
42 40
50 52

- anonymous

Wait so it'll be 58 60 Cherry
42 40 Almond
50 52 raisins Instead of suger choc, and milk?

- anonymous

im not sure about the sugar choc milk part but i know those are the right numbers

- anonymous

Okay yeah because you have choose the flavors too... agh Ill go with the cherry, almond, and raisins seems more like a good answer... :)

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