Mathbee CBSE Mathbee · CBSE Class 12 Maths
NCERT Class 12 · Ch 10 Exercise 10.2 · Q5

NCERT Class 12 Maths · Chapter 10 Vector Algebra · Exercise 10.2 Question 5

Find the scalar and vector components of the displacement from (2,1) to (−5,7).
Displacement and its coordinate components
Displacement and its coordinate components

💡 Concept Hints

  1. Write the vector components and identify the required direction or geometric relation.
  2. Use the magnitude, dot-product, cross-product or section formula that matches the requested quantity.

✅ Step-by-Step Solution

Final Answer: Scalar components −7,6; vector components −7i,6j.
  1. Subtract terminal minus initial coordinates: (−5−2,7−1)=(−7,6).
  2. Thus the vector is −7i+6j; its vector components are the two directed axial terms.

Master Chapter 10: Vector Algebra

Practise interactive questions, flashcards, visual mind maps, and timed board tests for Vector Algebra.
📘 Chapter Notes & All Exercises 🚀 Open Interactive Workspace →
← Previous Question
Find x,y for 2i+3j=xi+yj.
Next Question →
Find the sum of i−2j+k, −2i+4j+5k and i−6j−7k.

All Questions in Vector Algebra — Exercise 10.2

Related Questions in Vector Algebra