Question

An analyst measures the volume of a solution as
8.89ml but the actual volume is 10ml. Calculate
the absolute error and relative error. (relative
error-absolute error/ standard value) ​

Answer 1

Answer:

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Answer 2

• As per the given question ,The volume of the solution was measured as 8.89 ml
• The actual volume of the solution is 10ml.
• The absolute error will be calculated by subtracting the approximate value from the actual value that is$10-8.89$
• which is  $1.11$
• Then the relative error is obtained by dividing the absolute error by the standard value $\frac{1.11}{10}$
• The value is 0.111 %
• The standard value is 10.
• The absolute error is 1.11
• The relative error is  0.111%

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