The position vector, r metres, of a particle at time t seconds is given by: r = (? - t+ 5)i + (?? – 12? + 45t + 17)j The unit vectors i and j are horizontal and vertical unit vectors respectively. The mass of the particle is 3 kg. Find the times when the particle is moving parallel to the ground. (|| seconds and seconds
The position vector, r metres, of a particle at time t seconds is given by: r = (? - t+ 5)i + (?? – 12? + 45t + 17)j The unit vectors i and j are horizontal and vertical unit vectors respectively. The mass of the particle is 3 kg. Find the times when the particle is moving parallel to the ground. (|| seconds and seconds
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The position vector, r metres, of a particle at time t seconds is given by:
r= (? -1+ 5)i + (? – 127-
+ 45t + 17)j
The unit vectors i and j are horizontal and vertical unit vectors respectively. The mass of the particle is 3 kg.
Find the times when the particle is moving parallel to the ground. (||
seconds and
seconds)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8168fa4d-457c-4cfb-943b-fbe5c5a6c70e%2F57314a20-455e-419c-80bf-84e0c0fdd29a%2Fqx082r_processed.png&w=3840&q=75)
Transcribed Image Text:The position vector, r metres, of a particle at time t seconds is given by:
r= (? -1+ 5)i + (? – 127-
+ 45t + 17)j
The unit vectors i and j are horizontal and vertical unit vectors respectively. The mass of the particle is 3 kg.
Find the times when the particle is moving parallel to the ground. (||
seconds and
seconds)
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