What additional information is needed to conclude that the triangles are congruent by the side-side-side congruence postulate?
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umm idk exactly
sorry i dont know
what grade math is this?
11th
oh ok..im in 8th grade
yeah im in 7th
Ok sorry i didn't know you guys were middleschoolers
its ok
lol its ok...im advanced in math but we havent learned this yet...so so sorry i couldnt help you
yeah sorry
@Comrad
You'd need two congruent angles
And two other congruent sides
ok... So what does that mean?
u see the little hash marks on the sides of the triangles?
A. O is the midpoint of PM. B. MO≅OP C. ON≅NO and MO≅OP D. No additional information is needed to show that the triangles are congruent by SSS.
Those are the options
Well do you know what options we can cancel out? (Unfortunately I can't just give you the answer)
D
Any ideas?
D definatley isnt it
Right. Ok, let's take a look at the name. It's called the SSS Postulate (Side, Side Side) So that means that we're looking at the congruency of sides and not angles, or any thing else. SO what else could we rule out?
@brooke_ivy99 Soo...
wait is the answer B or C?
Ok, good, you've ruled out C! That's a step!
Ok, so now, let's take a look back at the name. How many CONGRUENT sides does it mention in the name of the postulate?
No. So A is the answer?
No. We ruled out A and D remember. A refers to the midpoint. Look We need 3 congruent sides. We already have 1 congruent side based on the graph, which option has two more congruent sides?
I thought we ruled out C and D sorry
My bad, please forgive me. I've made a mistake. We ruled out A and D!
Oh ok. SO its up to B and C And between the two I choose B
Does that answer have 2 sets of congruent sides?
Under the SSS Postulate, we need to have three sets of congruent sides. We have MN and NP due to the graph. B will give us MO and OP. Is that 3 sets of congruent sides?
So...
OH ok so it cant be B it has to be C
Correct! Can you explain why It is correct!
Because with the SSS postulate we have to have 3 congruent sides Could you help me with another question?
Correct!!!! And sure, open up a new question, close this one!
Ok :)
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