Q2: (a) Find the scalar and vector projection of ū along ủ, where u¯=(2, 3, 4) and v¯=(2, 2, 0). (b) Prove that the given planes are parallel or not, if yes then find the distance between them X + 3y + 2Z = 5, 2X+6y +4Z = 11.

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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Q2: (a) Find the scalar and vector projection of i along ủ, where u ¯=(2, 3, 4) and v¯=(2, 2, 0).
(b) Prove that the given planes are parallel or not, if yes then find the distance between them
X + 3y + 2Z = 5, 2X +6y + 4Z = 11.
Transcribed Image Text:Q2: (a) Find the scalar and vector projection of i along ủ, where u ¯=(2, 3, 4) and v¯=(2, 2, 0). (b) Prove that the given planes are parallel or not, if yes then find the distance between them X + 3y + 2Z = 5, 2X +6y + 4Z = 11.
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