The distance of Proxima Centauri is about 4.4 light years ... roughly (186,252 mi/sec times 31,536,000 sec) = 2.469 x 1013 miles. Taking the earth's average distance from the sun as 93,000,000 miles, the visual apparent maximum angular separation at the distance of the Alpha Centauri system is tan-1(9.3x107/2.47x1013) = tan-1(3.77x10-6) = 2.16x10-4 degrees = 0.78 arc seconds Granted, these numbers are all very rough, but the answer is certainly good to within less than an order of magnitude. From the distance of even the nearest star, you'd have to be pretty clever to detect the presence of planets bound to the sun.
http://wiki.answers.com/Q/What_are_the_differences_between_minimum_mode_and_maximum_mode maximum mode?
lamda /2
A transformer has separate ratings for maximum voltage and maximum current. Both limits must be observed. The maximum voltage is set by the magnetic flux density in the core, while the current limit is set by the size of the wire used in the primary and secondary windings. Multiplying the two together gives the VA or kVA rating.
It is 500kv between rahim yar khan and multan.
use to control signals in many circuits. it finds the maximum between two binary digits
For telescopes of the same size: if the wavelength gets longer, the maximum theoretical angular resolution gets larger (i.e., worse).
THe maximum observed (excluding any outliers).
Because Venus orbits closer to the Sun than the Earth, the angle between Venus and the Sun can never reach 180 degrees (the Sun and Venus cannot be directly opposite each other, or in "Opposition", as viewed from Earth). Assuming circular orbits for Earth and Venus of 149.6 million km and 108.2 million km respectively, and that the Earth and Venus orbit in the same plane, one can use trigonometry to find that the maximum angular separation between Venus and the Sun is approximately 46.3 degrees.
It can take any value between the maximum and minimum observed values.
i think maximum carnage is better write what you think.
Use the small-angle formula to find the angular diameter of mars when it is closest to Earth
Lines of longitude (meridians) run north/south and measure angular distance east and west of the prime meridian to a maximum of 180 degrees east or west. Lines of latitude (parallels) measure angular distance from the equator. The maximum is 90 degrees north or south of the equator.
Maximum demand is usually observed and not measured, depending upon which discipline is involved.==Maximum demand is measured using a thermal demand indicator, which is installed at the substation.
January 3rd, semidiameter 16.3, anular diameter 2x semidiaeter 32.6, maximum / closes
limited i think by the intrinsic ability of a rotating object to 'stay together'; i have the same problem when trying to determine the maximum rate at which a spinning rotor can rotate in a vacuum when there are no forces to stop it...for eg. in a suspended magnetic field. it's complex, but i think you must work out the lateral force due to the angular velocity and check it against the yield stress of the object.
The whole point of a pendulum is that is swings back and forth. It does not travel at constant angular velocity: the angular velocity is zero at the two ends of its arc and it reaches a maximum when the pendulum is vertical. Consequently there cannot be a sensible answer to the question as asked.The average angular velocity, which is an entirely different measure, is 45 degrees per second.
is the answer 32 electrons