समान त्रिज्या 6 सेमीची दोन वर्तुळे, एकमेकांना P आणि Q वर छेदतात. जर PQ = 10 सेमी, तर दोन वर्तुळांच्या केंद्रांमधील अंतर किती आहे?

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SSC CGL 2023 Tier-I Official Paper (Held On: 19 Jul 2023 Shift 1)
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  1. 10 सेमी
  2. 8 सेमी
  3. 6√11 सेमी
  4. 2√11 सेमी

Answer (Detailed Solution Below)

Option 4 : 2√11 सेमी
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गणना:

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दिलेल्या चित्रानुसार, O1 आणि O2 ही दोन वर्तुळांची केंद्रे आहेत,

O1O2  केंद्रांना जोडणारी रेषा PQ ला R येथे दुभाजक करते

तर, ΔPRO1 हा काटकोन त्रिकोण आहे, ∠R वर काटकोन आहे

पायथागोरस प्रमेय पासून,

O1R = √(62 - 52)

⇒ O1R = √11

आता, O1 आणि O2 मधील अंतर 2 × O1R आहे = 2√11 सेमी

∴ योग्य उत्तर 2√11 सेमी आहे.

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