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6. Which three lengths could be the lengths of the sides of a triangle? a. 6cm, 23cm, 11cm b. 10cm, 15cm, 24cm **My answer c. 22cm, 6cm, 6cm d. 15cm, 9cm, 24 cm 9. The lengths of the sides of a triangle are 12, 13, and n. Which of the following must be true? a. n is bigger than or equal to 1 b. n<13 c. 1
d. angle A> angle B
10 will be b
if say b= 4 in order to get the same answer on both a and c need to be the same 4(2)= 8 and 4(2) =8 otherwise it would look like 4(2) =8 and 4(3) = 12
Okay. Thanks! Do you think you can help me one more question?
Thanks. In triangle ACE, G is the centroid and BE=9. Find BG and GE.
Where is B located? I will need to assume that B is located at the midpoint of side AC, in order to solve the problem. Under this assumption, BE is a median. Along any median, the centroid of a triangle is always located 2/3 of the way from the vertex to the midpoint of the opposite side, so the centroid G is 2/3 of the way from E to B. So we have GE = (2/3)BE. Furthermore, by segment addition, BG + GE = BE. Since BE = 9, GE = (2/3)(9) = 6. Then BG + 6 = 9, which gives BG = 3.
did that help?
Yes, a lot! Thanks so much!
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ty if u did because it doesnt tell me, but really its ur choice who to medal
I gave you a medal.