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Parallelogram RSTV has coordinates R(0, 0), S(2, 4), T(6, 0), and V(4, -4). Which ordered pair represents the intersection of the diagonals of this parallelogram?
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|dw:1433129734089:dw|
the diagonals are perpendicular bisectors
f (4, -1) g (3, 1) h (3, 0) j (2, 0)
So RT would be the diagonal. What is half of RT?
another approach is to find the equation of each diagonal line and set the y values equal and solve for x then substitute and solve for y
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0,3 ?
RT = (6,0) - (0,0) 1/2 RT =?
Well done.
so the awncers 3,0?
yep
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