वर्तुळात 75° च्या कोनात एकमेकांकडे झुकलेल्या स्पर्शिकेची जोडी काढण्यासाठी, वर्तुळाच्या त्या दोन त्रिज्यांच्या शेवटच्या बिंदूंवर स्पर्शिका काढणे आवश्यक आहे, ज्याच्या दरम्यानचा कोन आहे:

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RRB ALP Previous Paper 2 (Held On: 9 Aug 2018 Shift 2)
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  1. 65°
  2. 75°
  3. 95°
  4. 105°

Answer (Detailed Solution Below)

Option 4 : 105°
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संकल्पना:

त्रिज्या स्पर्शबिंदूवर स्पर्शिकेला लंब असते

चतुर्भुजाच्या सर्व कोनांची बेरीज = 360°

गणना:

F1 AbhishekP Madhuri 23.02.2022 D1

PA आणि PB या बाह्य बिंदू P पासून वर्तुळाकडे काढलेल्या स्पर्शिका आहेत.

∠OAP = ∠OBP = 90°  (त्रिज्या स्पर्शबिंदूवर स्पर्शिकेला लंब असते)

आता, चतुर्भुज OAPB मध्ये,

∠APB + ∠OAP + ∠AOB + ∠OBP = 360° 

75° + 90° + ∠AOB + 90° = 360°

∠AOB = 105°

अशा प्रकारे, दोन त्रिज्या, OA आणि OB मधील कोन 105° आहे.

 

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