bowlig ball
It is .323" in diameter for the JS bullet and .318" for the J bullet. In other words, the bullet is a little larger than a 30-06 round.
being a log scale its 100 times larger between 6 and 8 --each increment of one is a factor of 10 in magnitude. energy released is much much larger tho
no.. thats false.. its actually the opposite
yes due to the large area of the object the vibrations have more distance to travel and lose more energy which rendurs the tone lower
When you have fractions with like denominators, the larger is the one with the larger numerator.
In essence, when firing a bullet to inflict damage, you want the kinetic energy to be as high as possible at the point of impact. For non-relitivistic speeds (bullet speeds), then the kinetic energy is calculated by E=mv^2. Where E is the energy, m is the mass and v^2 is the velocity (speed) of the bullet squared. Examining this formula will determine that an increase in mass will provide a proportional increase to the kinetic energy, where as an increase of velocity will give an exponential increase (a squared increase) to the kinetic energy. Ergo, faster bullets will (to a degree) provide more damage potential. It's worth noting that any living organism has a relatively low ability to take concentrated kinetic energy (such as a bullet wound) and once this energy level is exceeded then fleshy trauma from larger calibre weaponry will prove more devastating.
no.
No. Larger velocity = larger Kinetic Energy.
Yes.
The average kinetic energy of the individual particles gets larger in this case.
The average kinetic energy of the individual particles gets larger in this case.
Since kinetic energy is dependent on mass (KE = 0.5 * mv^2), the book with the larger mass will have more kinetic energy. This book would also have the larger gravitational potential energy.
Other things being equal, both potential and kinetic energy will be larger if the mass is greater.
Assuming the larger mass is moving at the same speed as the original mass, the kinetic energy will double.
kinetic energy becomes larger
The kinetic energy of the falling meteorite depends on its mass. So with greater mass larger kinetic energy. With this larger enegy, it could do more work and so it makes deep on its falling.
Kinetic energy. If you consider a larger scale, i.e., the electrical current, this is usually called electrical energy.