Determine if triangle XYZ with coordinates X (1, 1), Y (5, 6), and Z (6, 2) is a right triangle. Use evidence to support your claim. If it is not a right triangle, what changes can be made to make it a right triangle? Be specific.
If I were you I would probably use the distance formula and find the length of each of those sides. The longest would e the hypotenuse, of course. Then adding the squared values of the other two legs together to give you a sum of the squared value of the hypoteuse. Do you understand what I'm telling you?
Graph the triangle and label its sides and then find the length of each of the sides using the distance formula.
i did this and it wasent a right triangle and i was wanting to know if thats right.
i'm doing it now...brb, ok?
Okay thanks
You're correct...it is not a right triangle. But you have to adjust it so it is, right?
Yes and thats the part idk how to do
working on it now...
okay
if you move the x coordinate to (1,2) from (1,1), and you moved the y coordinate to (6,6) from (5,6) you would have a right triangle. That's what I say!
Thanks ! Could you help me with one more?
sure...I would love to help!
TY for the medal!
move the x coordinate to (1,2) from (1,1), and you moved the y coordinate to (6,6) from (5,6) you would have a right triangle. For this one all i know is you have to make 4:1 into a fraction which would be 4/1 And welcome :)
sorry the whole question wasent there A point M on a segment with endpoints X (1, −2) and Y (10, 3) partitions the segment in a 4:1 ratio. Find M. You must show all work to receive credit.
Ok, let me work this one now and I will be right back with you, Ok?
okay
This one is quite tricky. I will draw a pic and try to explain the reasoning behind the idea here, ok?
okay thanks
|dw:1405114143204:dw|That's the graph of your segment XY. When they say that M partitions the line into a 4:1 ratio, they mean that M is positioned on that line somewhere so you know that the line is being segmented into 4 equal parts. 4:1 means that there are 4 parts that equal the 1 line. So M would have to be positioned 1/4 of the way from the X coordinate. The tricky part comes in doing the math to find that point.
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