joshiscool:
Help moreso!
Eiwoh2:
......moreso? Another Mod or something?
Eiwoh2:
oh nevermind
Bob:
Question ?
joshiscool:
@moreso
AMQ:
@joshiscool This question is very simple. The three transformations which are translations, reflections, and rotations have something in common. When a figure is translated, reflected, or rotated, the pre-image is congruent to the image. However, with dilations, the figure either gets bigger or smaller, which means the pre-image is not congruent to the image. So what is your answer?
celticcat:
Hint: a reflection , translation and rotation does not alter the size or shape of the figure A dilation alters the size but not the shape.
joshiscool:
im back
AMQ:
Look at what I said. It should give you your answers.
Marziman:
The answer is Dilation obviously. If a shape is rotated or moved it's still congruent because the shape could still fit with the original seamlessly. IF it's dilated it won't fit.
AMQ:
@joshiscool Do you know what your answers are?
joshiscool:
dilation thats all i know
AMQ:
"The three transformations which are translations, reflections, and rotations have something in common. When a figure is translated, reflected, or rotated, the pre-image is congruent to the image. However, with dilations, the figure either gets bigger or smaller, which means the pre-image is not congruent to the image." Your question is "Which sequence of transformations would result in a figure that is similar, but not congruent, to the original figure?" Since you already know that when a figure is dilated, it is similar, and not congruent. So all you need to do is choose the choices that have dilations in them.
joshiscool:
idk
joshiscool:
what you mean
joshiscool:
there is only on choice with dilation in it
Marziman:
The answer is dilation Josh, Lol
joshiscool:
only that?
AMQ:
There are two choices with dilation......
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