Question

write the equation on the graph in standard form

https://learning.k12.com/content/enforced/171844-COF_ID7424/alg%201%20line.png?_&d2lSessionVal=5MEKh3MZf1t5TOAV65WiVHi69

@kalebj @brainlesslonelygirl

Answer 1

@sissyedgar

Answer 2

I;m not good at all with these. Sorry

Answer 3

aye sorry graphs are not exactly my strongest topic

Answer 4

but the y intercept should be 1 and x should be about 0.25?

Answer 5

@tigerlover

Answer 6

Please help

Answer 7

Sure will do

Answer 8

Standard form is
Ax + By = C
1st of all find the slope
Do you know how?

Answer 9

I think so, is it 2 & 1/2? but like together lol

Answer 10

Can you give me 2 points that lays on the line so that we cam use it to find the slope? Hard to determine the points from my position it's quite unclear

Answer 11

I think there is a point (0,1) right? On the line.

Answer 12

Yes I think so

Answer 13

Terrific. Pick another point

Answer 14

I have no idea what it is lol

Answer 15

Mark 2 points that lays on the line. Can you control and mark pointS on that graph? If yes then use point tool and m mark 2 points. I think you are using Desmos.com
So it is possible to mark the pointS. Do you see those gray pointS? Type on them and their values will appear. When they do tell me what they are

Answer 16

Did you see the link I put in the question? thats the pic that came with the question

Answer 17

(-0.5,-1.5) (0,1)
Those are 2 points lays on the line. We can use them to find the slope
Slope = Y2-Y1/X2-X1

Slope = 1 + 1.5/0 + 0.5
Slope = 2.5/0.5
Slope = 5
Make sense so far?

Answer 18

Lol sort of!

Answer 19

You can pick ANY other point on the line that you wish, now that you've chosen (0,1) as the first point. Suppose that x were 1/2. What would be the value of y?

Answer 20

Great. Now we need to know the y intercept. The y intercept is when x = 0
When x was 0 we found that y equaled 1
So y intercept is 1
Now wr have y= 5x + 1
This is written in slope intercept form
Where slope is 5 and y intercept is 1
But you want it to be in standard form. Where x and y should be on the same side. Can you do that?

Answer 21

Make your best shot. I'll be here to correct you if you're wrong

Answer 22

Y = 5x + 1
Move 5x to be on the same side of y
How do we do that?
It's like we want to isolate 1

Answer 23

5x-y=-1?

Answer 24

@will.h

Answer 25

Y= 5x + 1
To isolate 1 we will subtract 5x from both sides
Y - 5x = 1
Since x and y are on the same side then now it is written in standard form.
Make sense?

Answer 26

Yes it does! Thank you so much

Answer 27

You welcome