1). For \(y= 2x+ 3\), we have slope = 2 and y intercept is (0,3).
For \(y= 2x- 4\), we have slope = 2 and y intercept is (0,-4).
There is no solution for above system.
2). This system of equations has one solution (-5,-9)
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Pena Collins
22/09/2021 · Senior High School
1. Look at the systems of equations. Identify the slope and \(y\) -intercept of each
\(y = 2 x + 3\) slope: \(y\) -int:
\(y = 2 x - 4\) slope: How many solutions would this system have? graph them on your calculator with a zoom 6) 2. How many solutions does this system have? \(y = 2 x + 1\)
\(y = x - 4\)
1). For \(y= 2x+ 3\), we have slope = 2 and y intercept is (0,3).
For \(y= 2x- 4\), we have slope = 2 and y intercept is (0,-4).
There is no solution for above system.
2). This system of equations has one solution (-5,-9)
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