How do you linearise the period of a pendulum formula?
2018年3月13日 · g = (4pi^2)/T^2 L Period of a simple pendulum is given by: T = 2\\pi\\sqrt(L/g) where L is the length of the pendulum and g is the acceleration due to gravity. Writing g as a linear function: g = (4pi^2)/T^2 L g is linearly proportional to L with a slope of (4pi^2)/T^2 and a y-intercept term of 0. Not sure if this is what you're trying to answer. If you're looking for a …
Amplitude, Period and Frequency - Trigonometry - Socratic
Frequency and period are related inversely. A period #P# is related to the frequency #f# # P = 1/f#. Something that repeats once per second has a period of 1 s. It also have a frequency of # 1/s#. One cycle per second is given a special name Hertz (Hz). You may also say that it has a frequency of 1 Hz. A sin function repeats regularly.
How do you solve for #g# in #T=2pisqrt(L/g)#? - Socratic
2016年8月10日 · #color(red)("First,")# what you want to do is square both sides of the equation to get rid of the square root, since squaring a number is the inverse of taking the square root of a number:
How do you calculate population growth? + Example - Socratic
2016年4月22日 · We calculate population growth by looking at the change in population over time. We calculate population growth by looking at the change in population over time. The formula for population growth is below: Learn about Euler's number here or here. For example, if we have a population of zebras in 1990 that had 100 individuals, we know the population is …
Is there a formula for the number of elements in any given period …
2018年1月9日 · #ncolor(white)(ml) =# the number of the Period and #f(n) =# the number of electrons in that Period A Socratic mathematician combined the two equations into a single formula:
What is the period for csc, sec, and cot? - Socratic
2015年6月7日 · csc = 1/sin. The period of the function y = csc x is the period of the function y = sin x The period of y = sec x is the period of y = cos x. The period of y = cot x is the period of y = tan x.
What determines the number of elements found in each period in …
2016年2月5日 · The first period has just two elements because the 1s level is being filled. The second one you have 2s and 2p, therefore 8. The third period fills 3s and 3p, therefore 8. The fourth period fills the 4s the 4p and 3d, therfore 18. The fifth period fills the 5s the 5p and 4d, therefore 18. The sixth period fills the 6s the 6p and 5d and 4f ...
For the mass on the spring, how is the period of the ... - Socratic
2018年3月17日 · Suppose a mass of m is attached to a spring of spring constant K is lying on a horizontal floor,then you pull the mass such that the spring got stretched by x,so restoring force acting on the mass due to the spring is F=-Kx We can compare this with equation of S.H.M i.e F=-momega^2x So,we get, K=m omega^2 So, omega =sqrt(K/m) Hence time period is …
How do you calculate acceleration of gravity? + Example - Socratic
2014年12月16日 · You can use a pendulum to calculate the acceleration due to gravity, "g". The equations to use are the following: "T" is period in seconds, "L" is length of pendulum in meters, and "g" is the acceleration due to gravity in "m/s"^2. Example: A pendulum with a length of "1.15 m" has a period of "2.151 s". "g" = "4pi"^2"L/T"^2 = "(4)(3.1415)"^2"(1.15 m)/(2.151 s)"^2 = …
Rose Curves - Precalculus - Socratic
The number of petals for the period #[0, 2pi/n]# will be n or 2n ( including r-negative n petals ) according as n is odd or even, for #0 <= theta <= 2pi#. Of course, I maintain that r is length #>=0#, and so non-negative. For Quantum Physicists, r > 0. Foe example, consider #r = 2 sin 3theta#. The period is #2pi/3# and the number of petals will ...