Question

what error in the common logarithm of a number will be produced by an error of 1 % in the number​

Answer 1

Answer:

The nucleoid (meaning nucleus-like) is an irregularly shaped region within the prokaryotic cell that contains all or most of the genetic material.[1][2][3] The chromosome of a prokaryote is circular, and its length is very large compared to the cell dimensions needing it to be compacted in order to fit. In contrast to the nucleus of a eukaryotic cell, it is not surrounded by a nuclear membrane. Instead, the nucleoid forms by condensation and functional arrangement with the help of chromosomal architectural proteins and RNA molecules as well as DNA supercoiling. The length of a genome widely varies (generally at least a few million base pairs) and a cell may contain multiple copies of it.

Answer 2

Given :

Error = 1%

To find :

What error in the common logarithm of a number will be produced by an error of 1 % in the number​.

Solution :

Error = ±1%

Let original number be x

Considering Error = +1%

New number = x × (101 / 100)

log(101 / 100) = 0.004343 (approx.)

Considering Error = -1%

New number = x × (99 / 100)

log(99 / 100) =  - 0.004343 (approx.)

- log(99 / 100) = 0.004343 (approx.)

Therefore,

log(101 / 100) = 0.004343 (approx.)

- log(99 / 100) = 0.004343 (approx.)