Three bouquet styles from Kris's Flower Shoppe are most popular. Style #1 uses three small bunches of carnations, four lilies, and two small bunches of daisies. Style #2 uses five small bunches of carnations and three small bunches of daisies. Style #3 uses one small bunch of carnations, four lilies, and four small bunches of daisies.

1. Organize the information into a styles $×$ flowers matrix named $B$.

   Answer (a):

   $B =\left[{\begin{array}{ccc} 3 & 4 & 2\\ 5 & 0 & 3\\ 1 & 4 & 4 \end{array}}\right]$

2. Carnations cost $$2.75$ for a small bunch, lilies cost $$0.60$ each, and daisies cost $$1.00$ for a small bunch. Organize the costs in a matrix named $C$.

   Answer (b):

   $C=\left[{\begin{array}{c} 2.75\\ 0.60 \\ 1.00 \end{array}}\right]$

3. Which product, $BC$or $CB,$ makes sense to find the cost of each bouquet? Find that product.

   Hint (c):

   Pay careful attention to which values are being multiplied and added together in each product.