A small company manufactures a touring bike (T), a mountain bike (M), and a racing bike (R). The touring bike retails at $1000, the mountain bike retails at $700, and the racing bike retails at $1,500. The company has two warehouses, one in Adelaide and one in Mount Gambier. The Adelaide warehouse has a stock of 10 T, 15 M, and 20 R. The Mount Gambier warehouse has a stock of 5 T, 15 M, and 10 R.
Let S represent the total number of bikes of each type that the company has in stock. Then S = AW for some matrix A. Write down what the matrix A must be.
Already registered? Login
Not Account? Sign up
Enter your email address to reset your password
Back to Login? Click here