Скачать или смотреть I.I.F.T 2019 | Question - 2 | Geometry | Alternate Segment Theorem | Level - 2

I.I.F.T 2019 | Question - 2 | Geometry | Alternate Segment Theorem | Level - 2

This is a level -2 question on the topic of geometry and it is an application of the divisibility rules. This question has appeared in IIFT 2019 and such questions are frequent in other exams as well.


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The problem discussed in the video:

AB is the tangent on the circle at point A. The line BC meets the circle at points C and E. Line AD bisects the angle EAC. If angle EAC = 60 and angle BAC : angle ACB = 2 : 5 . Find angle ABC :

a . 40 b. 60 c. 30 d. NONE

The solution to the problem : Follow the following steps,

1. Watch the video !

Practice Question at the end :

If AT is the tangent to the circle of 4 cm with radius at O , if BAT is 60 degree then the area of the triangle OAB is ?



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