Question: Solve the following system using augmented matrix methods: 5x - 10y = 40 -4x + 9y = -37 (a) The initial matrix is: 5 -10

Solve the following system using augmented matrix methods: 5x - 10y = 40 -4x + 9y = -37 (a) The initial matrix is: 5 -10 40 -4 9 -37 (b) First, perform the Row Operation 1 R1 - R1. The resulting matrix is: (c) Next, perform the operation +4R1 + R2 - R2. The resulting matrix is: (d) Finish simplifying the augmented matrix. The reduced matrix is: (e) How many solutions does the system have? If infinitely many, enter "Infinity"

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