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giving a kinetic energy of less than 5 joules. Where did the other 14 joules go The problem is that this velocity is the average velocity across the entire fall, most of which is spent going really slow. The kinetic energy would need to be calculated for the nal velocity of the ball when it hit. This is trickier, and is not explored here. Sorry.
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1. Statics is the study of the forces on objects as they just sit there. Dynamics is more concerned with forces of objects in motion. Note that kinematics is also the study of motion. They go hand in hand: kinematics of motion, dynamics of the forces behind the motion. 2. Cutting paper uses shearing forces, and scissors are often called shears. Crushing a grape uses compression force and breaking a string involves tension. Examinations also include tension, but of a di erent sort. 3. The vertical part of the motion is the part that ghts gravity. This is calculated as the sine of the angle: v sin 10 v 0:17 So as we push the robot up the ramp, it is ghting 17% of gravity s force, or an acceleration of 1.67 m/s2. Now that you know the acceleration ghting the climb of the robot, what else can you calculate, assuming you also know the weight of the robot 4. Your knee, like your elbow, is the fulcrum for a second-class lever. Your ankle, however, is the fulcrum in the center of the rst-class lever that is your foot. 5. 25 teeth, each taking 0.125 inch, uses up 3.125 inches total. This would be the circumference of the gear, so the gear s radius is just about a half inch: c 2  r 3:125 6:283 r r 3:125 6:283
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The big gear has a diameter of 4.97 inches giving a radius of 2.485 inches. The circumference is then: c 2  2:485 c 15:61 Leaving room for 125 teeth. Okay, 124.9 teeth. The math, as shown, rounds the numbers, losing a bit of accuracy. The mechanical advantage is then 5:1 or 1:5, depending on how you look at it. Note that this is essentially the same as 15.61:3.125, the relative circumferences of the gears. For that matter, it s also the same as the ratio of the diameters, 0.994:4.97.
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1. The electrons in a conductor are free to move around, while they are stuck in place in an insulator. Both conductors and insulators are lled to the brim with electrons, it s just a matter of how easy they are to shift around. 2. This is a trick question. There is no one good answer! Electric charge is held by the charged particles, the electron (negative) and proton (positive). Voltage is the di erence in electric charge from one place to another. Current is the ow, or movement, of electric charge. When you make electricity you are not creating electrons. You can, however, move them around (current) to create di erences in charge (voltage). 3. A changing magnetic eld creates an electric eld. A changing electric eld creates a magnetic eld. Together, these elds create a self-sustaining wave that radiates out through space. When this wave intersects a metal antenna, it moves the electrons in it a little bit, creating a tiny signal that can be ampli ed and listened to. For an electric generator, a continuously moving magnetic eld creates an electric eld. This moves the electrons, creating electrical current (see Question 2). For an electric motor, the electrons are moved by an outside charge pump (battery or generator), causing their wires to move against a background magnetic eld. 4. A circuit is a track that electrons run through. The simplest circuit is a wire connecting two ends of a battery. This is the Indy-500 of circuits,
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