# A probability model g W (w; ) is said to be expressed in exponential form if it can be written

## Question:

A probability model g_{W}(w; θ) is said to be expressed in exponential form if it can be written as

g_{W}(w; θ) = e^{K(w)p(θ)+S(w)+q(θ)}

where the range of W is independent of θ. Show that K(W_{i}) is sufficient for θ.

## This problem has been solved!

Do you need an answer to a question different from the above? Ask your question!

## Step by Step Answer:

**Related Book For**

## Introduction To Mathematical Statistics And Its Applications

**ISBN:** 9780321693945

5th Edition

**Authors:** Richard J. Larsen, Morris L. Marx

**View Solution**

Create a free account to access the answer

**Cannot find your solution?**

Post a FREE question now and get an answer within minutes.
* Average response time.