Which statement is not used to prove that angle ALK İs similar to angle NOM?
@jhonny99
@jhonyy9
ok so triangle LKM similar triangle NOM to prove the similarity first statement what say ?
please collaborate
first answer choice is Angle K is congruent to itself, due to the reflective property.
ok thats good
ok so @Timmyspu please dont interfer
ok sorry @jhonyy9
Second choice is Angles MON and MKL are congruent, due to the corresponding angles postulate.
@Jhandra no stay on the first one please
third choice is KM is a transversal intersecting LK and ON
okay il stay on the first one
so attention pls we need prove that triangle LKM similar triangle NOM what you think we need to have there that angle K is congruent by it self when ok triangle LKM has angle K but triangle NOM dont have ?
do you understand my question pls ?
it has a point
like angle MON is a complete triangle and should equal about 180 ?
no the first statement say that angle K is congruent to itself so wen you need to prove the similarity of triangle LKM and triangle NOM why can be important in this proof the first statement ? triangle dont have an angle of K just triangle LKM so but we need to prove that triangle LKM similar triangle NOM so what you think bc. triangle NOM dont have angle K there is necessary this statement ?
segment KL and segment ON are parallel
@Jhandra pls answer my question
i dont know, im confused im sorry
@Imagine do you can explain her more understandably pls. ?
triangle LKM similar triangle NOM @Jhandra look pls bc. triangle NOM dont have angle K so in this proof dont need this statement
ohh okay so answer choice one is ruled out
exactly
okay okay
and answer choice b can be ruled out because there are no corresponding angles?
no choice b is true what say
okay
angle O and angle K are corresponding angles
any questions ?
no i think i understand it thanks
would you mind helping with another?
yw my pleasure anytime yes of cors just post it in a new column and tag me there pls.
kk
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