Question
Download Solution PDFदिलेल्या आकृतीमध्ये ABCD हा समभुज चौकोन आहे, x चे मूल्य आहे.
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFदिलेल्याप्रमाणे:
∠CAB = 40 °, ∠BDC = x°
संकल्पना:
समभुज चौकोन ABCD मध्ये, सर्व बाजू समान असतात.
समभुज चौकोनाच्या समीप कोनांची बेरीज 180° आहे
गणना:
∠D = 2 × ∠BDC = 2x [ कर्ण समभुज चौकोनातील कोनांना दुभाजक करतात]
∠A = 2 × ∠CAB = 2 × 40 = 80°
आता,
∠CAB + ∠D = 180°
⇒ 80°+ 2x = 180°
⇒ x = 100/2 = 50°
∴ x चे मूल्य 50° आहे.
Last updated on Jul 4, 2025
-> The CUET 2025 provisional answer key has been made public on June 17, 2025 on the official website.
-> The CUET 2025 Postponed for 15 Exam Cities Centres.
-> The CUET 2025 Exam Date was between May 13 to June 3, 2025.
-> 12th passed students can appear for the CUET UG exam to get admission to UG courses at various colleges and universities.
-> Prepare Using the Latest CUET UG Mock Test Series.
-> Candidates can check the CUET Previous Year Papers, which helps to understand the difficulty level of the exam and experience the same.