Key Concepts in Physics: Speed, Energy, and Motion Principles
This midterm review highlights essential concepts in physics, including how wind affects airplane ground speed, the dynamics of a vertically tossed ball, and the principles of force and motion illustrated by an archer’s arrow and a car driving straight. Additionally, it covers conservation of energy, tangential vs. rotational speed on a merry-go-round, and calculations involving kinetic energy, power output, and free-fall motion. Ideal for students preparing for examinations in physics, this review encapsulates both theoretical and practical aspects of the subject.
Key Concepts in Physics: Speed, Energy, and Motion Principles
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Presentation Transcript
2011 Midterm Review Physics Ms. Allison
An airplane flying into a head wind loses ground speed, and an airplane flying with the wind gains ground speed. If an airplane flies at right angles to the wind, then ground speed is
Answer • An airplane flying into a head wind loses ground speed, and an airplane flying with the wind gains ground speed. If an airplane flies at right angles to the wind, then ground speed is
A ball tossed vertically upward rises, reaches its highest point, and then falls back to its starting point. During this time the acceleration of the ball is always
Answer A ball tossed vertically upward rises, reaches its highest point, and then falls back to its starting point. During this time the acceleration of the ball is always
An archer shoots an arrow. Consider the action force to be the bowstring against the arrow. The reaction to this force is the
Answer An archer shoots an arrow. Consider the action force to be the bowstring against the arrow. The reaction to this force is the
Answer A car driving straight down the street has
What do we know about energy based on the conservation of energy?
Answer What do we know about energy based on the conservation of energy? According to the conservation of energy, we know the energy is neither loss or created only transferred from one form to another.
Answer The center of gravity of a human body is located at a point
Which has greater tangential speed, a horse near the outside rail of a merry-go-round or a horse near the inside rail?
Answer Which has greater tangential speed, a horse near the outside rail of a merry-go-round or a horse near the inside rail?
Which has greater rotational speed, a horse near the outside rail of a merry-go-round or a horse near the inside rail?
Answer Which has greater rotational speed, a horse near the outside rail of a merry-go-round or a horse near the inside rail?
Answer A scalar is a quantity that has
Which rolls to the bottom of a hill sooner, a car tire alone or the same tire mounted on a rim?
Answer Which rolls to the bottom of a hill sooner, a car tire alone or the same tire mounted on a rim?
What has more influence on kinetic energy; mass or velocity?
Answer What has more influence on kinetic energy; mass or velocity? Velocity because it is squared in the kinetic energy equation
What is the relationship between kinetic energy and conservation of energy?
Answer • What is the relationship between kinetic energy and conservation of energy? Kinetic energy is the energy of motion. When one moving object hits another, the energy is transferred between the objects since energy cannot be creates nor destroyed according the law of the conservation of energy.
How fast does Kenny run the 100 m dash if he crosses the finish line in 10 s?
Answer Known d = 100m t = 10s Unknown v Equation v = d/t Solve v = d/t = 100 m 10s = 100 m/s
About how tall is a tree, if it takes 1.2s for an apple to fall to the ground from the very top branch?
Answer Known t =1.2s g = 10m/s2 vo = 0 Unknown d Equation d = vot + ½ gt2 Solve d = vot + ½ gt2 = (0)(1.2s) + ½(10m/s2)(1.2s)2 = ½(10m/s2)(1.2s)2 = ½(10m/s2)(1.44s2) = (5m/s2) (1.44s2) = 7.2 m
Michael is 75kg and runs up the a 5 m high hill in 25s. What is his power input?
Answer Known m = 75kg d = 5m t = 25s Unknown Power Equation Power = W/t Solve Power = W/t = Fd/t (remember Force times distance is work) = mgd/t (remember Force is mass times gravity) = (75kg)(10m/s2)(5m) 25s = 3750 kg m2/s2 25s = 150 W