A company's inventory for two models of computers and two models of palm-pilots is given by the matrix

$\left[\begin{array}{ll}
260 & 400 \
300 & 180
\end{array}\right]$
where row 1 represents the computers, row 2 represents the palm-pilots, column 1 represents Model A, and column 2 represents Model B. If the company wants to increase inventory by 15% in the next month, what will be the projected matrix for the inventory? Use matrices and explain.

Question

A company's inventory for two models of computers and two models of palm-pilots is given by the matrix

$\left[\begin{array}{ll}
260 & 400 \
300 & 180
\end{array}\right]$ 
where row 1 represents the computers, row 2 represents the palm-pilots, column 1 represents Model A, and column 2 represents Model B. If the company wants to increase inventory by  15%  in the next month, what will be the projected matrix for the inventory? Use matrices and explain.

Quizplus · Accepted Answer

The Answer of A company's inventory for two models of computers and two models of palm-pilots is given by the matrix

$\left[\begin{array}{ll}
260 & 400 \
300 & 180
\end{array}\right]$ 
where row 1 represents the computers, row 2 represents the palm-pilots, column 1 represents Model A, and column 2 represents Model B. If the company wants to increase inventory by  15%  in the next month, what will be the projected matrix for the inventory? Use matrices and explain.

A Company's Inventory for Two Models of Computers and Two [260400300180]\left[\begin{array}{ll}260 & 400 \\300 & 180\end{array}\right][260300​400180​]

A Company's Inventory for Two Models of Computers and Two $\left[\begin{array}{ll}260 & 400 \\300 & 180\end{array}\right]$