* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download Chapter 1: The Science of Biology
Inertial frame of reference wikipedia , lookup
Faster-than-light wikipedia , lookup
Classical mechanics wikipedia , lookup
Hunting oscillation wikipedia , lookup
Frictional contact mechanics wikipedia , lookup
Mechanics of planar particle motion wikipedia , lookup
Seismometer wikipedia , lookup
Newton's theorem of revolving orbits wikipedia , lookup
Coriolis force wikipedia , lookup
Modified Newtonian dynamics wikipedia , lookup
Newton's laws of motion wikipedia , lookup
Equations of motion wikipedia , lookup
Rigid body dynamics wikipedia , lookup
Fictitious force wikipedia , lookup
Centrifugal force wikipedia , lookup
Work (physics) wikipedia , lookup
Classical central-force problem wikipedia , lookup
Proper acceleration wikipedia , lookup
Unit 6: Rotational Motion ABCD Review “It’s for prizes, yo!” The variable s is used to represent: A) angular displacement B) arc length C) tangential distance D) radial distance All of the following are good reasons to use radians instead of degrees when describing circular motion except: A) degrees can’t be negatives B) the geometry of circles is already in radians. C) easier to express multiple rotations in radians. D) when using degrees the numbers can get very large very quickly. Omega is measured in ___________ A) rad/s2 B) m/s C) m/s2 D) rad/s A merry-go-round spinning at a constant speed has _______________ A) tangential acceleration but no centripetal acceleration B) centripetal acceleration but no tangential acceleration C) both tangential and centripetal acceleration D) it’s impossible to tell The units of radians are __________ A) none B) degrees C) meters D) π Centrifugal force is ________________ A) a force directed toward the center B) a force directed along the tangential path C) the effects of Newton’s 1st Law D) a combination of inertia and gravity Centripetal acceleration is measured in A) m/s B) m/s2 C) rad/s D) rad/s2 A child pedals her bicycle to go faster and faster. The wheels have _____________ A) tangential acceleration but no centripetal acceleration B) centripetal acceleration but no tangential acceleration C) both tangential and centripetal acceleration D) it’s impossible to tell. The units of alpha are ____________ A) rad/s B) m/s C) m/s2 D) rad/s2 As the Earth spins, which people experience the greatest tangential velocity? A) Santa’s elves (North pole) B) North Koreans (in North Korea) C) Peruvians (in Peru) D) New Zealanders (In New Zealand) If an object has both tangential and centripetal acceleration, then it’s total acceleration is ____________ A) the sum of both B) the difference between them C) found using the Pythagorean Theorem D) it depends on the direction of each A space station spins as in the diagram below in order to create artificial gravity. Which picture shows how the people living inside will live? A B C D Which of the following is an incorrect circular motion equation? A) ωf2 = ωI2 + 2αθ B) θ = ωIt + αt2 C) α = (ωf – ωi)/ t D) They’re all correct Where on Earth do objects fall the fastest? a) at the equator b) at either the north or south poles c) halfway between the equator and the poles d) they fall at the same rate everywhere A person standing directly on the South Pole (rotational, not magnetic) has ________ A) equal amounts of alpha and omega B) alpha but not omega C) neither omega or alpha D) more alpha than omega A kid is sitting on a merry-go-round while his friend spins it faster and faster. The moment the kid flies off the ride: A) the centripetal force was equal to the force of gravity B) the centrifugal force was equal to the force of kinetic friction C) the centripetal force was equal to the force of static friction D) the centrifugal force was equal to the force of static friction A kid is sitting on a merry-go-round while his friend spins it faster and faster. The moment the kid flies off the ride, the angular velocity is equal to: A) the square root of (μsg)/r B) mg + μsFN C) mμsgrα D) (gr)/mμs Imagine a bicycle wheel with two beads on a spoke. One bead is very close to the center and the other bead is close to the rim. The wheel is rolling down a hill. Which of the following statements is NOT true? a) Both beads experience the same angular velocity and angular accelerations b) The tangential velocity is increasing for both beads but at different rates c) The tangential acceleration of the bead near the rim is always higher than the bead near the center d) The ratio of the two bead’s tangential velocities is a constant