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find the value of x in 8x-957890y+2 =3789
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2
Answer:
ii) It is now known that ΔABD ΔBAC so,
BD = AC (by the rule of CPCT).
(iii) Since ΔABD ΔBAC so,
Angles ABD = BAC (by the rule of CPCT).
Answered by
1
Answer:
AB = CBA and AD = BC (These are given in the question)
So, triangles ABD and BAC are similar i.e. ΔABD ΔBAC. (Hence proved).
(ii) It is now known that ΔABD ΔBAC so,
BD = AC (by the rule of CPCT).
(iii) Since ΔABD ΔBAC so,
Angles ABD = BAC (by the rule of CPCT).
Explanation:
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