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Solve :- Ques 5 ) (a) .

• Question refer to the attachment .


• Notes :

Need Genuine Answer .
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Solve :- Ques 5 ) (a) . • Question refer to the attachment . • Notes : Need Genuine-example-1
User Hemant Kumar
by
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1 Answer

23 votes
23 votes

Answer:

Hey There!

Let's solve...

We have


\angle \: odb = \angle \: cao \\ \\ \angle \: dbo = \angle \: aco \\ \\

Using AA Criterion of Similarity we have


\triangle \: obd \: - \triangle \: oac \\ \\

This implies that


(od)/(ob) = (oa)/(oc) \to (6)/(3 + 2 ) \: or \: (6)/(5) = (oa)/(oc) \\ \\ \to \: oa = (6)/(5) oc

Now,


ab = ao - bo \\ \\ = (6)/(5)oc - bo = (6)/(5)(od - oc) \\ - bo \\ \\ = (6)/(5)(6 + 4cm) - 5cm \\ \\ = 7cm

Note:Every letters should be in capital, i don't have any option here so i can't do.

I hope it is helpful to you...

Cheers!_________

User Walton
by
2.8k points