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Hint: Use Pythagoras theorem to find MR and DN. Then try to find corresponding sides of similar triangles (SSS).
No need to use pythagorean thm here. Because you have an SAS situation assuming that the adjacent sides are proportional.
What are the different ways to prove to triangles are similar?
No...not even sure what the converse theorem is. There were three ways introduced in the section that can be used to prove two triangles are similar.
What are they?
AA yes, SAS yes ... not ASA though
No I am saying that your text says AA and SAS can be used to prove triangles are similar but it doesn't mention ASA...what is the third possible method?
... @MayMay_69
what do u think is the third method?
LOL and @MayMay_69 says I never finish answering her question. She disappears and then blames me ... :-)
Well it is in the lesson on page 451. Did you review the lesson?
lol then don't blame me when "I" don't finish answering your question.. jeeeshh ;-)
It's on p 451.
It is at the bottom of the page right underneath SAS
im sorry but ur gonna have to do some work on ur own. we cant give u the answers because thats not going to help u.
I agree with @RosieS12 . @MayMay_69 if you want help you have to work at it as well. It really isn't THAT hard to find.
@Paynesdad thatnks :)
Ok...well sounds like you have some growing up to do. @MayMay_69
*humanly nature? u mean?
Yep but while they are chronologically adults they are not emotionally adults.
That's why I will also tell adults that they need to grow up if they are not acting their age.
ok whatever u say :)
alright
actually humanly is an adverb which modifies verbs, adjectives, and other adverbs. Nature is a noun so it would be human nature. So @RosieS12 is correct.
@Paynesdad thanks :)
:-) @RosieS12
@MayMay_69 do u still need help hon?
well just follow through wat @Paynesdad showed u.
brb :)
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