Improper Fractions
This article is a continuation from the previous improper fractions article. It may be a good idea to read through it before continuing with this article. This article explores improper fractions. An improper fraction...
Monthly Archive: November 2013
Expressing acosθ + bsinθ in terms of cosine and sine functions
This article is a continuation from the previous trigonometry article. This article covers how to write expressions of the form acosθ + bsinθ , where a and b are constants, as a sine or...
Cumulative binomial distribution tables
This section is a continuation from the previous binomial distribution article. It may be a good idea to go through it before attempting this article. This article explores using tables of the cumulative distribution...
When is to use binomial distribution
This article is a continuation from the previous Binomial distribution article. It may be a good idea to go through that article before attempting this article. This article explores the conditions when a binomial...
Finding probabilities using binomial theorem
This article is a continuation from the previous binomial distribution article. It may be a good idea to go through it before attempting this section. This section explores how to use binomial theorem to...
When to use Poisson distribution
This article is a continuation from the previous Poisson distribution article It may be a good idea to go through it before continuing with this article. This article covers how to decide whether or...
Using tables of the Poisson cumulative distribution function
This article is a continuation from the previous poisson cumulative article, so it may be a good idea to read through it before continuing. For this article you’ll need a copy of the Poisson...
Poisson distribution mean and variance
This section explores poisson distribution mean and variance. This article continues from the previous poisson article It may be a good idea to read through it before going through this article. Poisson distribution mean...
Solving and proving identities
In this section we shall explore proving and solving identities. The identities explored here will include; secant θ, cosecant θ, cotangent θ and tangent θ. For whatever purpose or applications you should be able...