Rectangle J'K'L'M' shown on the grid is the image of rectangle JKLM after transformation. The same transformation will be applied on trapezoid STUV, as shown below: What will be the location of U' in the image trapezoid S'T'U'V'? A. (16, −2) B. (14, −2) C. (14, 1) D. (16, 1)
@calculusxy @phi @peachpi
pick a point on rectangle JKLM, say point J which is at (-5,1) where is point J' ?
In my opinion is A, but im not sure i just need an explanation
say point J which is at (-5,1) where is point J' ? can you find point J' and "read off" its (x,y) coordinates?
Point J is at 4,5
point J prime J' yes, it is at x=4 what is its y ? (its y is not 5)
y is at 3? im not sure about y
how many "steps up" (or boxes) from the x-axis up to J' ?
3?
Here is a picture counting up 2 steps (see the red numbers?)
ohhh, yes i see them
so how far up to J' ?
2
how far up from the x-axis? (2 gets us 1/2 way)
3 then, i really dont know omg
you will get it. you put your finger on the x-axis below J' and count up 1,2,etc until you are at J' (the corner of the rectangle)
5
like this
ohhh i get it now
the corner of the box (labeled J') is at (4,4) from the "origin" you move sideways 4 steps, then 4 steps straight up.
so J at (-5,1) moved to J' at (4,4) what do we add to -5 to make it 4 ? what do we add to 1 to make it 4 ?
1 and 3
ok on the 3 (so remember we add 3 to the y number) but -5+1 = -4 and we want +4
so what do we do? :/
the other way to figure it out is put your finger on J and count how many steps to the right until you are directly under J' (it is more than 1 step)
when I say point J, I mean the corner of the rectangle labeled J it is at (-5,1)
i dont get it, the part of counthing steps to the right
can you put your finger on the corner of the rectangle near the label J ?
yes
and move your finger to the right one box, then two boxes, and so on ?
okay i do that up to where?
keep doing that (and counting) until you are directly under the corner of the rectangle labeled J'
2?
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