Why is circle 1 similar to circle 2? Circle 1: center (−1, 10) and radius 4.8 Circle 2: center (−1, 10) and radius 1.2 A. Circle 1 is a dilation of circle 2 with a scale factor of 4. B. Circle 1 is congruent to circle 2. C. Circle 1 and circle 2 have the same center. D. Circle 2 is a dilation of circle 1 with a scale factor of 3.6.
@umm
Hint: The center of circle 1 is (-1,10). The center of circle 2 is also (-1,10). Notice, I didn't mention anything that wasn't already given.
noted, is it known to be A ?
Read all four choices outloud many times.
The circles have different radius, so they are not congruent
The problem mentions that they are "similar" though. You're supposed to figure out the reason why. And I gave you a huge hint.
But I'll give you another one in case of doubt. Research "concentric circles".
Ok i seem to get it I see that all circles are similar and they are all dilations of one another
When it says circle one has a center of (-1,10) and circle 2 also has a center of circle (-1,10), what does that mean?
Hint: The answer to that question is in the answer choices.
Circle 1 and circle 2 have the same center
Yep it was that obvious. Not every math problem is a great mystery to be figured out. There really are two kinds: Great mysteries and Blatant Obvious
Which transformations can be used to show that circle P is similar to circle Q? Circle P: center (2, −3) and radius 4 Circle Q: center (2, 3) and radius 28 Select each correct answer. A. Circle Q is a translation of circle P, 6 units up. B. Circle P is a dilation of circle Q with a scale factor of 24. C. Circle Q is a translation of circle P, 6 units left. D. Circle Q is a dilation of circle P with a scale factor of 7. is it A and D ?
I recommend you install Geogebra and work this one out on your own. It would be a great learning experience for you.
i know i'm checking my answers
Geogebra is a great way to check your answers
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