Program to find the average of odd numbers till n using Formula To calculate the average of odd numbers till n we can use a mathematical formula (n+1)/2 where n is an odd number which is the given condition in
1, 5, 10, 10, 5 and 1 which can be either calculated using the formula 5Cr5Cr where r ranges from 0 to 5 or using the Pascal's triangle. The number of odd terms in the 5th row of Pascal's triangle are 4 i.e. 1, 5, 5 and 1 which is the required output. Input N=10 ...
3.2 The likelihood function To derive exclusion regions, we start with a binned Likeli- hood function [31] for the number of events ni , similar to the one used in CheckMate [20], L(μ, θS, θB ) = i [φ (μ, θS , θB )]ni e−φ(μ,θS,θB )e−θS2/2−θBS...
If frequency is any number other than 1, 2, or 4, ODDFYIELD returns the #NUM! error value If basis < 0 or if basis > 4, ODDFYIELD returns the #NUM! error value. The following date condition must be satisfied; otherwise, ODDFYIELD returns the #NUM! error value − maturity ≥ ...