Two polygons are similar if: A. Corresponding sides are congruent and corresponding angles are proportional B. Corresponding angles are proportional and corresponding sides are proportional C. Corresponding angles are congruent and corresponding sides are congruent D. Corresponding angles are congruent and corresponding sides are proportional
which one do you think it is?
I think it's D
You are correct For example, the two pentagons are similar because they have the same corresponding angles and the corresponding sides form the same ratio |dw:1360991230194:dw|
Oh alright, makes sense. Thank you very much! :)
For instance, these two angles are congruent |dw:1360991313108:dw| and each larger side is found by multiplying each smaller side by the same number ex: say one smaller side is 2 and the larger corresponding side is 4...this would mean that you're doubling each dimension |dw:1360991397291:dw|
ok glad it does
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