How do you solve a linear system by graphing if the first equation is y = 4 and the second is x = 3?
How do you solve a linear system by graphing if the first equation is y = 4 and the second is x = 3?
I know how to find the solution with 2 slope-intercept form equations (y=mx+b) but this form does not make sense.
Rachel2011-04-05T00:15:26Z
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okayy.... so you know the equation, y, x, and the slope-intercept
equation: y-value = (m)(x-value) + b m is the slope, and b is the slope-intercept. now plug in all of the variables, except for m, because you don't know what the slope is. That is what you are trying to find:
y = mx + b 4 = 3m + 2 subtract 2 from both sides: 4 - 2 = 2 = 3m divide both sides by 3: 2 / 3 = m = slope
now that you know the slope, plug in m and b into the equation. Don't plug the x and y values in though, because you want an equation that can be used for all values, not just (3, 4)....