The symmetric and the parametric forms of the line 2x − y + z − 5

1.	The symmetric and the parametric forms of the line 2x − y + z − 5 = 0 = x + y − 2z − 1 are (A) (x - 2)/1 = (y + 1)/5 = z/3(B) (x - 2)/-2 = (y + 1)/-10 = z/-6(C) x = 2 + t, y = - 1 + 5t, z = 3t(D) x = 2 + 2t, y = 1 + 5t, z = - 3t
Answer» Correct option is (A),(B),(C) (A) (x - 2)/1 = (y + 1)/5 = z/3 (B) (x - 2)/-2 = (y + 1)/-10 = z/-6 (C) x = 2+ t, y = - 1 + 5t, z = 3t

The symmetric and the parametric forms of the line 2x − y + z − 5 = 0 = x + y − 2z − 1 are (A) (x - 2)/1 = (y + 1)/5 = z/3(B) (x - 2)/-2 = (y + 1)/-10 = z/-6(C) x = 2 + t, y = - 1 + 5t, z = 3t(D) x = 2 + 2t, y = 1 + 5t, z = - 3t

Answer»

Correct option is (A),(B),(C)

(A) (x - 2)/1 = (y + 1)/5 = z/3

(B) (x - 2)/-2 = (y + 1)/-10 = z/-6

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The symmetric and the parametric forms of the line 2x − y + z − 5 = 0 = x + y − 2z − 1 are (A) (x - 2)/1 = (y + 1)/5 = z/3(B) (x - 2)/-2 = (y + 1)/-10 = z/-6(C) x = 2 + t, y = - 1 + 5t, z = 3t(D) x = 2 + 2t, y = 1 + 5t, z = - 3t

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