f=ma that in equilibrium postion the force are zero that why the in sample pendulum the force is zero that mean that acceleration is also zero that point velocity is maximum
The quick and dirty: Because the points along the equator are the earth's surface points, generally speaking, that are farthest from the axis of rotation. It is similar to this idea. Imagine that you are spinning a bicycle wheel on its axle. Points along the tire surface are moving more rapidly than points on a spoke very close to the axle. The points on the tire are covering a longer distance over the same period of time.
There are 3 Points at which the pendulum significantly changes direction. First it starts off pulled back before it is released it has a high potential energy because it is higher from the source of gravitation (generally the earth) but has no kinetic energy because it is not moving. Once released the pendulum loses potential energy and it swings downward and gains kinetic energy as it speed up. At the bottom of its swing it is going as fast as it will and has the highest kinetic energy and the lowest potential energy, then as it rises it loses the kinetic energy because it has to fight against gravity and loses kinetic energy and gains potential energy as it rises. And it repeats itself. One important thing to note is this is a great application of the law of conservation of energy because as it loses potential energy it gains the same energy in kinetic energy and vice versa (not counting the effects of wind resistance and friction however minor).
There two equally slow points- the upper ends of the swing are zero. The pendulum swings as far up as it will go, and as it reverses to swing down again, the speed is (very briefly) zero.
Antinodes are the points of maximum amplitude on a standing wave.
center of oscillation means the point at the pendulum which oscillate by making higher displacement through it than other points.
An "extreme value" is either a local maximum, or a local minimum - i.e., a point which is greater than all the points in a certain neighborhood, or less than all points in a certain neighborhood.
12,355 points is the maximum points you can get.
The extreme points are now 0 and 14.
Most of the Cheats for Chrono days :D allsimboysarerobotsanyway- Maximum points for Oz screwtherulesihavemoney- Unlocks Oz fastfoward- Skips to the last day doublerainbowpride- Maximum points for Bianca ohgoditsinfmajor- Unlocks Bianca wegotsbakesonaplane- Maximum Points for Roland coolstorybro- 2000 HP, 50 of every item, and $1000 redheadgingersamedifference- Either unlocks him or Maximum points (I forget:) Fanboyaboyband- Maximum points for Teddy itstimeforinflation- $1000 nerdsirldontlookthishandsome- Maximum points for Landon whatisthisidonteven- Maximum points for every Character (no fun, is it?) imsovietussiayouhealbandage- Maximum points for Emmett donottrytrainjumpingathome- Unlocks Emmett dripsoffftw- Maximum points for Cole guyaissecretlyace- Unlocks Cole (You will only get that if you unlock him yourself;)
In a standard ACT test, the maximum points you can get for each category is 36, and the maximum points for your total overall score (the composite score) is also 36.
There are couple reasons for that at least. First one is the Earth is rotating which cause some acceleration present , and from Physics we know that the acceleration has the maximum value at equator. As result the gravitational acceleration is a little bit lower over there them at any of poles. Also voids of large sizes cause lower gravity (gravity is proportional to amount of mass).
6 maximum points of intersection
The acceleration of anything moving at a constant speed in a circle is towards the center of the circle.
You can conclude that the acceleration of the object is not constant.
There is no maximum time for a badminton game. Games are played to 21 points, but you must win by at leats 2 points. The maximum number of points allowed is 30, though, so it is possible to win 30-28 or even 30-29.
If there are n points then the maximum number of lines possible is n*(n-1)/2 and that maximum is attained of no three points are collinear.
Pole