List two coordinates of two locations that, when connected, create a positive slope. Prove they are positive by putting them into the slope formula. List two coordinates that, when connected, create a negative slope. Put into slope formula. my positive points are (2,5) (12,19) my negative points are (12,19) (21,5) (Theyre the two sides of a triangle. Im a little confused on how to put them into slope form.

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List two coordinates of two locations that, when connected, create a positive slope. Prove they are positive by putting them into the slope formula. List two coordinates that, when connected, create a negative slope. Put into slope formula. my positive points are (2,5) (12,19) my negative points are (12,19) (21,5) (Theyre the two sides of a triangle. Im a little confused on how to put them into slope form.

Mathematics
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|dw:1436212484298:dw|
so would it be 5-19 over 1-12?
|dw:1436212692108:dw|

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wait where did you get the 2?
thats the points you give...(2,5)..(12,19)...your positive points
|dw:1436212969304:dw|
Oh right im sorry I got mixed up youre right, my apologies.
so then it would be 14/10 right?
look back at this |dw:1436213104684:dw|
right. 19-5=14 and 12-2=10
simplified its 7/5 right?
correct
okay so the slope is 7/5 and the y intercept is 11/5 and then the formula is y=mx+b so it would be y=(7/5)x+11/5?
|dw:1436213507075:dw|
okay so would that be the only thing I would have to do? or is there another step?
thats it for the positive slope part...your have to to the negative slope part..can you find the slope and its equation(for the negative points)...
ill try:) one second.
m=-14/9 y-int=113/3 @LynFran
correct
okay thank you so much
welcome

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