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ABC is a right-angled triangle with angle ABC = 90 deg . The centre of the incircle of the given triangle is at O, whose radius is 2 cm. Two more circles with centres at O_{1} and O_{2} touch this circle and the two sides as shown in the figure given below. Further, MA / M C = 2/3 What is AB + BC equal to ? (a) 10 cm (b) 12 cm (c) 13 cm (d) 14 cm 89. What is the radius of the circle with centre at O_{1} ? (a) 4 - sqrt(5) (b) 1+√5 (c) 2 + sqrt(5) (d) 3 - sqrt(5) 90. What is the radius of the circle with centre at O_{2} ? (a) 5 - sqrt(10) (b) 1 + 2sqrt(5) (c) (22 - 4sqrt(10))/9 (d) (22 - 2sqrt(10))/9

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Shifting Method in Boat and Stream Shifting Method in Time Speed and Distance Shifting Method in Profit and loss Shifting method in Time and Work Shifting method in Race etc This video is designed to increase the mathematical ability and to encourage smart approaches to solve any mathematical problem. Best and relevant content for SSC CGL, SSC CPO, SSC CHSL, SSC MTS, IBPS, SBI, CET 2019 and for mathematics lover.

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Are you interested in learning about the experiences and advice of those who have successfully cleared the SSC CPO exams in 2023? In this video, we'll feature interview with SSC CPO 2023 topper bhoomi AIR 99 , where he share her study methods, tips, and strategies that helped them achieve their goal. we will also discuss common challenges faced during the preparation process and how they overcame them. With valuable insights from real-life examples, this video provides a unique opportunity to learn from the best and increase your chances of success in the SSC CPO exams. Don't miss out - watch now to hear directly from SSC CPO 2023 toppers and gain a competitive edge in your studies! #SSC_CPO #student_experience #advice_from_toppers #topper_success_stories Telegram:

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This video is designed to increase the mathematical ability and to encourage smart approaches to solve any mathematical problem. Best and relevant content for SSC CGL, SSC CPO, SSC CHSL, SSC MTS, IBPS, SBI, CET 2019 and for mathematics lover.