Solve this paper if you able
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1. SSA (SAS is a criteria)
2. SAS
3. Median
4. Isosceles
5. EDF
6. True
7. (i) AB = CB (given)
AD = CD (given)
BD = BD (common)
(ii) AB = CB
AD = CD
BD = BD
∴ ΔABD ≅ ΔCBD (SSS congruence rule)
(iii) Since ΔABD ≅ ΔCBD
By CPCT, ≤ABD ≅ ≤CBD
∴Thus, BD divides ≤ABC into two parts
= BD bisects ≤ABC.
Thanks for the question paper, cause I'm also revising this chapter, so this was a great opportunity (o゜▽゜)o☆
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