State the conditions by which a Poisson distribution model may be suitable for a given random variable X.
The events recorded by X occur randomly, independently, singly in space and time and at a constant average rate (an average (mean) rate proportional to the length of the interval).
KC
Answered by Kai C. • Further Mathematics tutor
2823 Views
See similar Further Mathematics A Level tutorsRelated Further Mathematics A Level answers
All answers ▸Solve the equation 3sinh(2x) = 13 - 3e^(2x), answering in the form 0.5ln(k). where k is an integer
Find the four complex roots of the equation z^4 = 8(3^0.5+i) in the form z = re^(i*theta)
Given sinhx = 0.5(e^x - e^-x), express its inverse, arcsinhx in terms of x.
You are given a polynomial f, where f(x)=x^4 - 14x^3 + 74 x^2 -184x + 208, you are told that f(5+i)=0. Express f as the product of two quadratic polynomials and state all roots of f.