Question
Solve the following system by graphing 2x-y=4 2x-y=6 Equation 1 in slope intercept form: y-intercept as an ordered pair => x-intercept as an ordered pair => Equation 2 in slope intercept form: y-intercept as an ordered pair =>
Solve the following system by graphing
2x-y=4
2x-y=6
Equation 1 in slope intercept form:
y-intercept as an ordered pair =>
x-intercept as an ordered pair =>
Equation 2 in slope intercept form:
y-intercept as an ordered pair =>
x-intercept as an ordered pair =>
2x-y=4
2x-y=6
Equation 1 in slope intercept form:
y-intercept as an ordered pair =>
x-intercept as an ordered pair =>
Equation 2 in slope intercept form:
y-intercept as an ordered pair =>
x-intercept as an ordered pair =>
Answers
Solve the following system by graphing 2x-y=4 2x-y=6 Equation 1 in slope intercept form: y=-2x+4 To find the y-intercept, make x=0 y-intercept as an ordered pair => (0,4) To find x-intercept make y=0 x-intercept as an ordered pair => (2,0) ============================================ Equation 2 in slope intercept form: y=-2x+6 y-intercept as an ordered pair => (0,6) x-intercept as an ordered pair => (3,0) Graph of the system: {{{graph (500,500, -7,7,-7,7, -2x+4, -2x+6)}}} What is the solution for this system? they are parallel lines, so no solution What type of system is this? inconsistent :)
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