between the points (-2,7) and (-7,-5) find: a)the distance - sqrt(169) b)the midpoint - (-9/2,1) PS: i wanted to know if these are the correct answers
A) OK
The x difference is 5, the y difference is 12. So the diagonal distance is sqrt(12^2 + 5^2) = sqrt(144+25) = sqrt(169)
For midpoint, since the x difference is 5, divide that by 2 (giving 2.5) and add that to the lower value. So the x value of the midpoint is -7 + 2.5 = -4.5 = -(9/2) The y difference is 12. Half of that is 6. Add that to the lower y value, which is -5. So the y value of the midpoint is -5+6 = 1 Looks like you got it. Good work.
B) Although here's what I found for be (-4.5;1)
You should notice that 13 times 13 is 169
Ah true. Which just means your part A answer can be simplified further.
ohhhh thank you guys!!! :)
Let two points\[A(x_a;y_a) \]\[B(x_b;y_b) \]Thus the midpoint is: \[(\frac{x_a-x_b}{2};\frac{y_a-y_b}{2})\]
so its A)13 and B) is (-9/2,1)
For me b) is (-4.5;1)
let me check
its saying its wrong
Hmm... weird because the formula is right. Check here: http://en.wikipedia.org/wiki/Midpoint
its right thanks :))
i typed it in wrong
You owe me a beer :)
sorry
np
Haha I hate online submission of answers. It never works well.
yea i know right
me 2
Never did an online submission. Is it for your school? Just curious.
yea
Wow that's cool and easy. Here, it's only on paper :/
oh yea ... well right now im doing it for summer school and its an online thing ... but we usually do it on paper too
OK, because otherwise it's too easy. Well good luck then.
alright thank you :)
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