SSC_CPO_Similar_09_Dec_2025_S2_Q142

Question:

A line passes through the point (2, -1) and is perpendicular to the line y = -2/5 x + 3. What is its equation?

एक रेखा बिंदु (2, -1) से गुजरती है और रेखा y = -2/5 x + 3 के लंबवत है। इसका समीकरण क्या है?

Options:

  • a) y = 2x – 6
  • b) y = 3/2 x – 6
  • c) y = 5/2 x – 6
  • d) y = 5/2 x – 2
  • a) y = 2x – 6
  • b) y = 3/2 x – 6
  • c) y = 5/2 x – 6
  • d) y = 5/2 x – 2

correct answer : c)

Explanation:

Slope of perpendicular line = 5/2. Eq: y – (-1) = (5/2)(x – 2) => y = 5/2 x – 5 – 1 => y = 5/2 x – 6.

लंबवत रेखा की ढलान = 5/2. समीकरण: y – (-1) = (5/2)(x – 2) => y = 5/2 x – 6.

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