Parallelogram FGHI on the coordinate plane below represents the drawing of a horse trail through a local park.
In order to build a scale model of the trail, the drawing is enlarged on the coordinate plane. If two corners of the trail are at point A (0, 4) and point D (-6, -5), what is another point that could represent a corner of the trail?
Select one: a. (9, -5) b. (6, -5) c. (12, -5) d. (3, -5)
@ganeshie8 I need your help please
@ganeshie8 please
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hi edge, so to answer this, first what is the length of side a (line IF in your original parallelogram)
how do I find the length of the side
make it a triangle ie: |dw:1382086077644:dw|
so if i have the 2 points i can work out the base length by x2 - x1 7 - 3 = 4 so side a of the triangle above= 4 then side b y2 - y1 3 - 0 =3 so side b = 3 so h^2 = a^2 + b^2 h^2 = 4^2 + 3^2 h^2 = 16 + 9 h^2 = 25 so h = 5 so the length of the side of the above triangle would be 5 do u understand the above process ok?
I understand now
so theres oviously going to be a negative 5 in our answer
sweet, so find the ratio of side a to side A' in the pic i drew then work out the length of side b and what B'should be in the expanded parallelogram
yep, definate neg 5 in the answer
do we have enough work to see if we can cancel anything out yet
no, better if u just calculate it
ok
what do you mean by the ratio of side A
is there a formula that I have to calculate it in
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work out length of each first ratio will be how many of the small sides (a) you can fit in the big side (A') = A' / a
you just confused me soo much
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