Write an equation of a line that passes through the points (2,3) and (2,-6).
Once again start with the formula for the slope of a line
i think you typed that wrong it's undefined the way you set it up
@technofable I was trying to hold out on him since I mentioned this type of line in a earlier question he posted but this line is vertical because it has an undefined or infinite slope
ahh sorry didn't know
In other words the general formula for this line is x = c where c is a constant
@itsjustme_lol can you tell me what c is equal to this time?
0?
nope, remember when the line was horizontal (slope was equal to zero) the c value was what the y value was now the line is vertical and the x variable has taken the place of the y value in the general formula. Does that help? If you still do not get it I will post the math for calculating the c value next
no im not really understanding it
the equation of a vertical line is x = c we can plug in one of the points on the line to find the value of c x = c 2 = c Now take c and plug it back into the general formula for a veritcal line to get the equation of this vertical line x = c x = 2
so the equation its x=2?
yes which, if you looked back at the points you were given, was the x value in both points that they gave you
thankyou!!!!!
just like how the c value when the line was horizontal was the y value in the points they gave you
hmm thats interesting
That was the pattern I was hoping you had noticed in this question but you can always use the method of substitution like you would if it was a standard line with a slope that was defined and not zero
A trick you might want to use or think about is... When given two points, if the x values are the same then the equation of the line is x = (whatever number the x's are) .... vertical line When given two points, if the y values are the same then the equation of the line is y = (whatever number the y's are) .... horizontal line
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