Math, asked by nainasharmaak, 9 months ago

After settlement , the average weekly wage in a factory had increased from Rs. 8 to 12 and standard deviation had increased from Rs. 1 to 1.5 . The wages have become higher and more uniform , after settlement . Comment. ​

Answers

Answered by lodhiyal16
0

Answer:

Step-by-step explanation:

Before=

average Mean = Rs 8

Standard deviation (s.d) = Rs.1

After =

average Mean = Rs 12

Standard deviation (s.d) = Rs.1.5

Coefficent of variation = S.d / Mean * 100%

Before=

average Mean = Rs 8

Standard deviation (s.d) = Rs.1

Coefficent of variation = S.d / Mean * 100%

= 1/8 * 100

= 12.5 %

After =

average Mean = Rs 12

Standard deviation (s.d) = Rs.1.5

Coefficent of variation = S.d / Mean * 100%

= 1.5/12 * 100

= 12.5 %

Wages increased

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