The RD Sharma class 12 solution of Straight line in space exercise 27.3 is used by thousands of students and teachers for the practical knowledge of maths. The RD Sharma class 12th exercise 27.3 consists of 10 questions including subparts which explores vector and cartesian form, finding the point of intersection between the two lines.
Straight Line in Space exercise 27.3 question 1
Answer: The given line intersect at a point $(2, 6, 3).$Straight Line in Space exercise 27.3 question 2
Answer: The given line don’t intersect each other.Straight Line in Space exercise 27.3 question 3
Answer: The answer is $\left(\frac{1}{2}, \frac{-1}{2}, \frac{-3}{2}\right)$Straight Line in Space exercise 27.3 question 4
Answer: The answer of the given equation is $(10,14,4).$Straight Line in Space exercise 27.3 question 5
Answer: The answer of the given question is $(4,0,-1).$Straight Line in Space exercise 27.3 question 6(i)
Answer: The answer of the given question is that the line do not intersect each other.Straight Line in Space exercise 27.3 question 6(ii)
Answer: The given line do not intersect.Straight Line in Space exercise 27.3 question 6(iii)
Answer: The line intersect at the point of intersection is $(4,0,-1).$Straight Line in Space exercise 27.3 question 6(iv)
Answer: The line intersect each other and the point of intersection is $(1,3,2).$Straight Line in Space exercise 27.3 question 7
Answer: The point of intersection is $(-1,-6,-12)$The Class 12 RD Sharma chapter 27 exercise 27.3 solution is a profoundly pursued book that students and instructors acclaim in the whole country. The RD Sharma solution is productive all-around out and is additionally exam-situated, straightforward, and fundamental. What's more, you will discover an assortment of tips and deceives to expand your critical thinking speed. The RD Sharma class 12th exercise 27.3 can be utilized for self-practice and assessment of imprints.
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