Question 15. Let i=7-23+2k and ỹ= 37+43– 2ž be the position vectors of X and Y. Find the angle between i and ỹ vectors. Give your answer in radians correct to 2 decimal places. Answer:

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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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Foundation Student Handbook x - Course: Science and Engineeri X
9 SAMPLE-final exam_SEF041_2 X
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Question 15. Let i=7-23+2k and y= 37+4}– 2k be the position vectors of X and Y.
Find the angle between i and y vectors. Give your answer in radians correct to 2 decimal places.
2
Answer:
Question 16. Let =i-23+2k and ỹ= 37+47– 2k be the position vectors of X and Y. The points
X, Y and the origin O form a parallelogram with the fourth point Z lying opposite the origin O.
Find the length of the diagonal XY.
Answer:
4
© Queen Mary University of London (2020)
II
Transcribed Image Text:Foundation Student Handbook x - Course: Science and Engineeri X 9 SAMPLE-final exam_SEF041_2 X b Verify Email | bartleby (2 unread) - redb186@yahoo.c x + qmplus.qmul.ac.uk/pluginfile.php/2633177/mod_resource/content/1/SAMPLE-final%20exam_SEF041_2021.pdf A Update : Apps Мaps G Google Mail - Ai'Sha Inay... N Netflix a Amazon.co.uk Disney+ | Streami.. Course: Science a... M Maths Genie - A L... Edexcel AS Pure... Reading List >> SAMPLE-final exam_SEF041_2021.pdf 4 / 7 129% + | [a] x E (, 7] [b] x€ (,7] [e] not in the list [c] x€ (0, 7] [d] x€ (0, 5] 6. Question 15. Let i=7-23+2k and y= 37+4}– 2k be the position vectors of X and Y. Find the angle between i and y vectors. Give your answer in radians correct to 2 decimal places. 2 Answer: Question 16. Let =i-23+2k and ỹ= 37+47– 2k be the position vectors of X and Y. The points X, Y and the origin O form a parallelogram with the fourth point Z lying opposite the origin O. Find the length of the diagonal XY. Answer: 4 © Queen Mary University of London (2020) II
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