Hmm... Not sure on this.
On a school map, the points (8, -4), (8, -10), (2, -4), and (2, -10) represent the four corners of a sand park. What are the coordinates of the center of the sand park? (4, -2) (5, -7) (6, -9) (8, -5)
@jim_thompson5910
Any ideas here?
Absolutely none. Well, I noticed that the 2 pairs of plots are the same number for x and then 6 apart for y.
We want the center. So we want the midpoints of two sides that are not parallel. How do we do this?
Um...
Inform me?
Another way to do this is to average the x coordinates of any two points where the x coordinates are not the same So pick (8, -4) and (2, -4), and average the x coordinates to get: (8+2)/2 = 10/2 = 5 So the x coordinate of the center is 5 Do the same thing, but now average the y coordinates to find the y coordinate of the center.
So what do you get for the y coordinate of the center?
-4+-4/2 = 8/2 = 4
the y coordinates have to be different other wise you'll just get the same coordinate back again
Oh. I'm confused..
Pick two points where the y coordinates are not the same. Which points did you pick?
-10 -4
So you picked (8, -10) and (2, -4) you mean?
Yes
Now average the two y coordinates (-10+(-4))/2 = -14/2 = -7 So the y coordinate of the center is -7
So we have 5 and -7
giving the center to be (5, -7)
Is that the answer? :D
yes it is
Yay! Thank you so much for your help. If you could continue helping me on my other questions, I'd love that. You actually make it make sense.
Alright, I'm glad I'm helping you out
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