If P is a point lying on the line passing through the point A (i^{\^}-j^{\^}+3k^{\^}) and parallel to the vector 2i^{\^}+j^{\^}-2k^{\^} such that |\overrightarrow{AP}| = 18, then a position vector os P is

Correct Answer is : 13 ^i + 5 ^j - 9 ^k

- 13 i^{\^} - 5 j^{\^} + 9 k^{\^}

11 i^{\^} + 7 j^{\^} - 15 k^{\^}

13 i^{\^} - 5 j^{\^} + 9 k^{\^}

13 i^{\^} + 5 j^{\^} - 9 k^{\^}

AP EAMCET Engineering 22 Apr 2019 Shift 1 Paper

Section: Mathematics

Question : 30 of 160

Marks: +1, -0

If P is a point lying on the line passing through the point A (

−

) and parallel to the vector 2

−2

such that |

→

| = 18, then a position vector os P is

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