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12. Introduction to Three Dimensional Geometry
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Q1 of 50 Page 220

Locate the following points:

(i) (1, – 1, 3), (ii) (– 1, 2, 4)


(iii) (– 2, – 4, –7) (iv) (– 4, 2, – 5).

(i) (1, – 1, 3) :- 4th octant,


(ii) (– 1, 2, 4) :- 2nd octant,


(iii) (– 2, – 4, –7) :- 7th octant,


(iv) (– 4, 2, – 5) :- 6th octant.



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2

Name the octant in which each of the following points lies.

(i) (1, 2, 3), (ii) (4, – 2, 3), (iii) (4, –2, –5) (iv) (4, 2, –5)


(v) (– 4, 2, 5) (vi) (–3, –1, 6) (vii) (2, – 4, – 7) (viii) (– 4, 2, – 5).

3

Let A, B, C be the feet of perpendiculars from a point P on the x, y, z-axis respectively. Find the coordinates of A, B and C in each of the following where the point P is :

(i) A = (3, 4, 2) (ii) (–5, 3, 7) (iii) (4, – 3, – 5)

4

Let A, B, C be the feet of perpendiculars from a point P on the xy, yz and zxplanes respectively. Find the coordinates of A, B, C in each of the following where the point P is

(i) (3, 4, 5) (ii) (–5, 3, 7) (iii) (4, – 3, – 5).

5

How far apart are the points (2, 0, 0) and (–3, 0, 0)?

Questions · 50
12. Introduction to Three Dimensional Geometry
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