If an incorrect nucleotide is incorporated once per thousand nucleotides, proofreading normally catches 999 incorrectly incorporated nucleotides per thousand, and mismatch repair detects 999 residual replication errors per thousand, leading to a 1 per billion error rate for replication as a whole. What will be the overall error rate of replication in a strain of E. coli that has an intact mismatch repair pathway but has a mutation in DNA polymerase that results in it having no proofreading activity?

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Huh? What do you mean

The incorporated nucleotide would have the overall rate of replication would be 1 in 1000000. That is 1 in 1 million

This repair mechanism works in three different levels.

Each of the three levels have their error rate to be 1 in 1000 nucleotides. Given three levels combined, we have an error rate that is 1 billion.

1000³ = 1 billion

This question tells us that the proof reading property is lost due to a mutation.

While assuming a error rate of 1 in 1000, we can get the overall error rate to be 1 per 1000 for the mismatched pair and also 1 in 1000 for the polymerase addition.

This would be 1000 x 1000

= 1000000

Therefore the overall rate of replication would be 1 in 1000000.

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