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For #5-7, Select one cell for each column in the table below to show the number of solutions that each system has. (3 points) Solution 5. y = x + 1 3x + 3 (A) 6. ( 3x + 6y = -6 (9x + 18y = -18 (A) 7. 'y = 4x-2 2 4x + y = 5 (A) 1 Solution (B) (B) Infinitely many solutions (B) No Solution (C ) (C) 5. 6. 7 MC

For 57 Select one cell for each column in the table below to show the number of solutions that each system has 3 points Solution 5 y x 1 3x 3 A 6 3x 6y 6 9x 18y class=

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Classification of system of equations

To classify a system of two equations, we first need to express each equation into the slope-intercept form:

y = mx + b

Where m is the slope of the line and b is the y-intercept.

We are given three system of equations, we'll analyze them all.

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