Find the perimeter of parallelogram ABCD with vertices A(–5, 6), B(2, 6), C(1, –2), and D(8, –2). I got the answer 28 is this correct?
what are the lengths of the sides?
unknown
right, you calculate those..
I did but I'm not sure if I did it correctly....
AB=?
9
AB=7
CD=7
AC=?
5
AC=10
10+10 +7+7=34
ugh I did it wrong could you explain how you got AB and CD
A and B have the same y-coordinates AB=5+2
Take the point M=(1,6). The triangle AMC is right triangle AM=6, MN=8 AC^2= 36+64=100 AC=10
You can also use the distance formula between two point (a,b) and (c,d) \[ d=\sqrt{(a-c)^2 +(b-d)^2}\]
This will allow you to compute all the sides without using my shortcuts
Good night. I have to go to sleep
|dw:1476768206181:dw|
The horizontal lengths are easy to see the lengths, from x=-5 to x=2, 7 units same for the bottom piece, x=8 to x=1 , 7 units The slanted parts you can make right triangles and use the pythagorean theorem...
Sides 8 and 6 |dw:1476768381655:dw|
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