पाया 34 सेमी असलेल्या त्रिकोणाचे क्षेत्रफळ शोधा आणि त्याची उंची 22 सेमी आहे.

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SSC MTS (2022) Official Paper (Held On: 04 May 2023 Shift 1)
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  1. 453 सेमी2
  2. 374 सेमी2
  3. 234 सेमी2
  4. 378 सेमी2

Answer (Detailed Solution Below)

Option 2 : 374 सेमी2
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SSC MTS 2024 Official Paper (Held On: 01 Oct, 2024 Shift 1)
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Detailed Solution

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दिलेल्याप्रमाणे

त्रिकोणाचा पाया (b) = 34 सेमी

त्रिकोणाची उंची (h) = 22 सेमी

वापरलेले सूत्र:

त्रिकोणाचे क्षेत्रफळ = 1/2 × पाया × उंची

निरसन:

⇒ क्षेत्रफळ = 1/2 × b × h

त्यामुळे, त्रिकोणाचे क्षेत्रफळ 374 सेमी2 आहे.

Latest SSC MTS Updates

Last updated on Jul 10, 2025

-> SSC MTS Notification 2025 has been released by the Staff Selection Commission (SSC) on the official website on 26th June, 2025.

-> For SSC MTS Vacancy 2025, a total of 1075 Vacancies have been announced for the post of Havaldar in CBIC and CBN.

-> As per the SSC MTS Notification 2025, the last date to apply online is 24th July 2025 as per the SSC Exam Calendar 2025-26.

-> The selection of the candidates for the post of SSC MTS is based on Computer Based Examination. 

-> Candidates with basic eligibility criteria of the 10th class were eligible to appear for the examination. 

-> Candidates must attempt the SSC MTS Mock tests and SSC MTS Previous year papers for preparation.

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