PICTURE BELOW! :)
The one on the right is enlarged by a scale factor of x2. For example, the line segment OP is 2 units long, while its corresponding segment in the other shape, segment UV is 4 units long.
So that means the length of the segment you are looking for must be twice the length of its corresponding segment in the smaller shape.
Ok, to get from P to Q in the smaller shape we went to the left 2 and down 5. In the bigger shape we need to go twice that distance: to the left 4 and down 10. Where does that put you from point V?
Well it's not a segment we are looking for, it's the coordinates of one point, which is point "W" . :)
Ok he is saying that the length of the line from the left picture from N->O has a value, say x On the right side from T->U, this value is double the length or 2x We can find the length of x by using the distance formula or other method.
Count 4 to the left of V, and then down 10. What is the coordinate of that point?
Cosmichaotic...I'm not a he. But that's ok. Just throwing that out there...
So each line on the right figure will be twice as long as the lines on the left figure. That being said, (4, -5) will be double the y's and x's from the left figure to get W in the right... Is that how you do it IMStuck? My apologies!
I know they don't want the length of a segment as an answer, that they want a point, but my point (no pun intended) is that the segments are all dilated by a factor of 2, so all the points move twice as much in the bigger figure. Get it? anyway, what is the coordinates of the point 4 to the left of V and down 10 from that point?
You're right, cosmichaotic! You're right! And no problem with the gender mix-up...it happens all the time! Maybe I should change my name? lol
The new point, the point of W would actually be at (2, -5).
Aww, IMStuck a girl that's great at math- that's sooo cute ^.^ so I would multiply 4 by 2 and -5 by 2?
W is at (2, -5). Look at my great drawing I'm about to make! hehe
hahaha :D ; alright!
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