what is the slope of the line.
@Ashes.boom
hello
Hey! I found it sorry that took so long
Do you remmeber the equation to find the slope of a line?
yes
mx +b
that is slope intercept form which is what we need but to find the slope you use a different formula. You use y2 - y1 / x2 - x1
ok
im confused what the answer
so just pick two points on the line that is graphed and tell me what they are okay
is it 3 and 1
umm slope is normally going to be a fraction like a number over a number so did you mean 3/1
yup
so if you use the points on the line that they gave you which were (1, 4) (2, 1) can you see where those are?
yup
use them in your equation to find the slope. The point closest to the left is the first point so the x and y values for that one will be x1 and y1 the other point will be x2 and y2
so 1, 4 is the 1 point okay and the other is the second then when you put them into the equation you have 1 - 4 / 2 - 1
right?
no
-3,3 1/3,-1/3 are the options
yea we havent finished yet though if you simplify what i wrote you get -3/1 which is -3. okay?
oh srry
your right i just figured that out
its okay haha it makes sense tho right?
Take two points on the line where you can easily find their coordinates (the two red dots would be excellent choices here). Call those points \((x_1,y_1)\) and \((x_2,y_2)\). The slope of the line (\(m\)) is given by \[m = \frac{y_2-y_1}{x_2-x_1}\]
If you move from left to right, the slope is just the change of the height divided by the distance you moved to the right. If the line goes up as you move the right, the slope is positive, if it goes down the slope is negative. A perfectly horizontal line (parallel to x-axis) has a slope of 0, and a perfectly vertical line (parallel to y-axis) has an infinite or undefined slope.
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