A Variable Length Subnet Mask (VLSM) is a ...recent protocols (see VLSM) carry either a prefix length (number of contiguous bits in the address) or subnet...
Tags:,,,,
ski lengths???????????????
Height has very little to do with the proper length anymore. True, at one time you could use various height comparisons to...
Tags:,,,,,
AR-15 handguard lengths?
Handguard lengths do not need to be dependant on the gas system length (listed...more common to get a low profile gas block and then you can put any length free float rail on that you want. Some people like the rail...
Tags:,,,,,
Arc Length = ∫√1+(dy/dx)² dx from a to b In this problem, Arc Length...Length = ∫√1 + (4x²)/(1-x²)² dx from 0 to 1/2 Arc length = ∫√(1 - 2x² + x^4 + 4x²)/(1-x²) dx from 0 to 1/2 ...
Tags:,
focal length help regarding camera lenses ?
Focal length corresponds to how much field of view the camera has of the scene. When you zoom in or out, you are changing the zoom lens' focal length. Longer focal lengths zoom in for a narrow view, while shorter...
Tags:,,,,
find the length?????
The arc length of a curve y = y(x) between x = a and x = b is given by integral...3)] = (2/3)x^(-1/3) In this case (dy/dx)^2 = (4/9)x^(-2/3) so the arc length would be integral (x = 1 --> 8) sqrt[1 + (4/9)x^(-2/3)] dx Case 2...
Tags:,
Calculus Question: Arc lengths?
Length = ∫ sqrt [(1+(dy/dx)^2] dx y = 5 ln (x^2/25 -1) dy/dx = 1 / (x^2/25 -1) (2x/25...dy/dx)^2 = 4x^2 / (x^2-25)^2 1+(dy/dx)^2 = 1 + 4x^2 / (x^2-25)^2 Arc length = ∫ sqrt[ 1 + 4x^2 /(x^2-25)^2] dx , from 7 to 8 Using Simpson...
Tags:,,
The length of a necktie..?
Neckties Length and Width Neckties vary in length according to the country... in United States are between 48 and 50 inches in length. British men like to wear long neckties, and the average length...
Tags:,,,,
I need some bond lengths?
The length of hydrogen bonds depends on bond strength, temperature, and pressure. ...environment (usually characterized by local dielectric constant). The typical length of a hydrogen bond in water is 1.97 Å (197 pm) The physical...
Tags:,,,,
Calc: Arc Length Help?
The arc length equals ∫(y = 0 to 2) √[1 + ((d/dy) e^(-y))^2] dy = ∫(y = 0...1) + e^y) - √(e^(2y) + 1)/e^y + C. Finally, the arc length equals [ln (√(e^(2y) + 1) + e^y) - √(e^(2y) + 1)/e^y] {for y...
Tags: