Represent these simultaneous equations in matrix form:
4x - 3z + 2y = 4
3y - z = -5
-2z + 6x = -2
(4,-3,2|4), (0,3,-1|-5),(6,0,-2|-2)
400
The size or dimension of a matrix is the number of rows and the number of columns, written in that order, and in the format m × n, read "m by n." If n = m, which means that the number of rows equals the number of columns, then the matrix is called a
Square Matrix
500
Matrix A has the dimensions 4 x 5
Matrix B has the dimensions 5 x 1.
Can matrix AB be multiplied? Explain why.
Yes they can as the columns in Matrix A match the rows in Matrix B. The final dimensions of AB would be 4 x 1.
500
In the first game of the basketball season, Mr. A scores 11pts, has 6 assists and 3 rebounds.
Represent this information as a matrix.
In the second game he scores 14pts, has 4 assists and 4 rebounds.
Represent this information as a matrix.
What are his totals after two games?
Pts = 25
Assists = 10
Rebounds = 7
500
Tickets to the movie IT costs $20.00 for adults, $10.00 for children and $12.50 for seniors.
Create a column matrix to represent this information.
For opening night, 145 adults, 2 children and 32 seniors attend. Represent this information as a row matrix.
Find the product of the two matrices to find the total earning made by the cinema
$3320.00
500
Mr. A sells 4 of his brownies and 3 cookies for $15. The following week he sells 6 of his brownies and 5 cookies for $23.50.
Create a matrix to represent this information.
Solve for how much each brownie and cookie costs.
Brownie = $2.25
Cookie = $2.00
500
A matrix (A) is defined as a rectangular ________ of numbers, parameters, or variables. Hint: A is not just the beginning of the alphabet.