Write the likelihood function for the expected number of mutations per million bases in the first two

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Write the likelihood function for the expected number of mutations per million bases in the first two pieces and find the maximum likelihood estimator. Compare this with the estimated expected number for each of the two pieces separately.
Mutations are counted in four pieces of DNA that are 1 million base pairs long. There are 14 mutations in the first piece, 17 in the second piece, 8 in the third piece, and 5 in the fourth piece.
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