Using the graph attached, select the equation of a line that is perpendicular to the line on the graph and passes through the point (3, 2). y = 1/3x + 3 y = -1/3x + 3 y = 3x + 2 y = -1/3x + 2
first of all line which is on your graph is increasing or decreasing ???
Increasing
so slope of the line is positive and you to find perpendicular line perpendicular slope should be opposite for example if you have 2/3 slope of line then perpendicular line slope \(\color{blue}{flip}\) and \(\color{red}{opposite}\) sign like this -3/2
Okay, I think I understand what you're saying. What next?
ok so you can cancel two answer choices after this information
I just fixed the questions because I forgot to add in the fractions
your line is increasing positive slope so you should have negative slope for other equation
So it's either going to be #2 or 4
i mean yes
Okay, so how do I determine which one it is?
now you have to rise over run look your graph and see how many step going up and then run
Would the slope be 3/1? I'm not very good with these
yep 3/1 is a slope of graph so perpendicular slope should be what ??
It should be -1/3
yep right
Okay, so is the answer #2?
yes right
Who ho!!! Sadly, I have one last question
Using the graph attached, select the equation of the line that passes through the point (3, -1) and is perpendicular to the line on the graph. 1. y = -1 2. y = 3 3. x = -1 4. x = 3
@thesmartone please help him
@thesmartone here
Thanks @Nnesha,
@TheSmartOne Is the answer -1 (#3)?
Oops, I mean is it #1
And easy way it has to go through (3,-1) so x=3
Alright, once I saw the picture that's what I thought. Thanks
Becasue that line is y=2.5 This one is perpendicular so it has to be x=? And 3 is the x value in (3,-1) so x=3
Thanks :)
No prob :)
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