Particle P moves along the curved path shown. At the instant represented, r = 3.7 m, 0 = 40°, and the velocity v makes an angle B = 55° with the horizontal x-axis and has a magnitude of 4.1 m/s. If the y- and r-components of the acceleration of P are 4.63 m/s² and -1.34 m/s², respectively, at this position, determine the corresponding radius of curvature p of the path and the x-component of the acceleration of the particle. Solve graphically or analytically.
Particle P moves along the curved path shown. At the instant represented, r = 3.7 m, 0 = 40°, and the velocity v makes an angle B = 55° with the horizontal x-axis and has a magnitude of 4.1 m/s. If the y- and r-components of the acceleration of P are 4.63 m/s² and -1.34 m/s², respectively, at this position, determine the corresponding radius of curvature p of the path and the x-component of the acceleration of the particle. Solve graphically or analytically.
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![Particle P moves along the curved path shown. At the instant represented, r = 3.7 m, 0 = 40°,
and the velocity v makes an angle B = 55° with the horizontal x-axis and has a magnitude of
4.1 m/s. If the y- and r-components of the acceleration of P are 4.63 m/s² and -1.34 m/s²,
respectively, at this position, determine the corresponding radius of curvature p of the path
and the x-component of the acceleration of the particle. Solve graphically or analytically.
Answers:
P =
ax =
m/s²](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff169beaa-4592-4eba-837f-f49f822ace14%2F154fe96b-37d5-419c-abf1-855c12820f18%2Fltsy8z_processed.png&w=3840&q=75)
Transcribed Image Text:Particle P moves along the curved path shown. At the instant represented, r = 3.7 m, 0 = 40°,
and the velocity v makes an angle B = 55° with the horizontal x-axis and has a magnitude of
4.1 m/s. If the y- and r-components of the acceleration of P are 4.63 m/s² and -1.34 m/s²,
respectively, at this position, determine the corresponding radius of curvature p of the path
and the x-component of the acceleration of the particle. Solve graphically or analytically.
Answers:
P =
ax =
m/s²
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