Question
Download Solution PDFउस समतल के सदिश और कार्तीय समीकरण ज्ञात कीजिए जो बिंदु (5, 2, -4) से होकर गुजरता हैं और दिशा अनुपात 2, 3, -1 के साथ रेखा के लंबवत हैं?
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFदिया गया है:
वह समतल जो बिंदु (5, 2, -4) से होकर गुजरता है।
समतल दिशा अनुपात 2, 3, -1 के साथ रेखा के लंबवत है।
संकल्पना:
(x1 , y1 , z1) के माध्यम से गुजरने वाले समतल का कार्तीय समीकरण और drs a, b, c वाली रेखा के लम्बवत समीकरण निम्न द्वारा दिया जाता है:
a(x - x1) + b(y - y1) + c(z - z1) = 0
हल:
समतल का समीकरण:
2(x - 5) + 3(y - 2) -(z - (-4)) = 0
⇒ 2x + 3y - z = 20
Last updated on Jun 19, 2025
-> The AAI ATC Exam 2025 will be conducted on July 14, 2025 for Junior Executive..
-> AAI JE ATC recruitment 2025 application form has been released at the official website. The last date to apply for AAI ATC recruitment 2025 is May 24, 2025.
-> AAI JE ATC 2025 notification is released on April 4, 2025, along with the details of application dates, eligibility, and selection process.
-> A total number of 309 vacancies are announced for the AAI JE ATC 2025 recruitment.
-> This exam is going to be conducted for the post of Junior Executive (Air Traffic Control) in the Airports Authority of India (AAI).
-> The Selection of the candidates is based on the Computer-Based Test, Voice Test and Test for consumption of Psychoactive Substances.
-> The AAI JE ATC Salary 2025 will be in the pay scale of Rs 40,000-3%-1,40,000 (E-1).
-> Candidates can check the AAI JE ATC Previous Year Papers to check the difficulty level of the exam.
-> Applicants can also attend the AAI JE ATC Test Series which helps in the preparation.