##### Write an equation in slope-intercept form for the line perpendicular to the blue line and going thro

 Algebra Tutor: None Selected Time limit: 1 Day

I don't know how exactly to solve this

Jun 16th, 2015

Hey, Kaylee! I would love to answer this question for you. Can you send me a picture of the image your teacher gave you (where the blue line is, etc.). I can get you your answer in about two minutes once I have that information. Thanks!

Jun 16th, 2015

Lets say you need a slope intercept equation for a line that goes through (-2,1) and is perpendicular to y= 5. y= 5 has a slope of zero. So, to find the line perpendicular, we need to draw y=5 (straight horizontal line) and plot the point (-2,1). Since the line is perpendicular to y=5, it must be vertical. This vertical line must also pass through (-2,1). So, we know the line will pass through all points where x = -2. Because it will always pass through x = -2, you can only write a simple equation of x = -2

Jun 16th, 2015

algebra assign 2.docx Here is my assignment! I am not sure how exactly to do both of them and I wasn't sure how to get only the graph to you so I thought I might as well send both! But thank you so much for helping!

Jun 16th, 2015

Thanks, Kaylee. Give me just a little bit to compute it!

Jun 16th, 2015

Just a few more minutes, Kaylee. I'm trying to type it out very detailed and the "Common core" way for you so you receive all of the points. :)

Jun 16th, 2015

You are fine :) Thank you so much!

Jun 16th, 2015

So, for A you were on the right track...I think you just missed one step!

For PARALLEL LINES, the slope is the same! So to find the slope, we need to find two points. I picked the points (-2,1) and (0,-3)

to find the slope we use the equation m = (y1-y2)/(x1-x2) or we can just look at the graph. For every 2 boxes we go down (Y) we move over one box (x). So, our slope would be -2

Next, we know the points the parallel line goes through are (3,5). We know need to use the point slope equation which is:

Y-Y1= m(x-x1)

Plugging in our numbers we get:

Y-5= (-2)(x-3)

Now lets distribute -2 through the right hand side. This gives us Y-5 = -2x+6

Now, we need to add 5 to both sides. once we do this, we get Y = -2x +11.

So the answer for number 1 is Y = -2x +11

Jun 16th, 2015

Now, for perpendicular, we know that the slope is the negative inverse of the slope of the line given.

To find slope, lets take two points (0,2) and -(2,1) When we use the equation m = (y1-y2)/(x1-x2)  we can plug it in to be (2-1)/(0-(-2) which gives us a slope of the line as 1/2.

Now to find the negative inverse, we need to divide 1 by 1/2 (1/(1/2) or 1/.5 = 2. Then we need to multiply it by -1. so 2*-1 = -2 . So our slope for the perpendicular line is -2.

Now, we just plug it into y-y1= m(x-x1)with the points given (4,0)

Y-0= -2(x-4)

Multiply -2 across and we get y= -2x +8 <--- ANSWER.

Jun 16th, 2015

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Jun 16th, 2015
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Jun 16th, 2015
May 29th, 2017
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