Percentage error is the difference between an actual value and its expected value per the actual value which is expressed in percentage. In the given question, the percentage error is option b. 0.0772
Percentage error is the difference between an actual value and its expected value per the actual value which is expressed in percentage.
This can be expressed as;
percentage error = [tex]\frac{actual value - expected value}{actual value}[/tex] x 100%
Where the actual value is the accurate value, and the expected value is derived from the actual value.
Thus in the given question, it can be deduced that,
actual value = 625.483
expected value = 625.000
The difference between the two values = (625.483 - 625.000)
= 0.483
So that,
percentage error = [tex]\frac{0.483}{625.483}[/tex] x 100%
= 0.07722
percentage error = 0.0772
Therefore, the required percentage error is 0.0772 i.e option b.
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