Asked by Ali
The mean monthly wages of 7experienced and 5 inexperienced workers is 1000 .If the mean monthly wage of the 5 inexperiencedworkers is 846 find the mean monthly wage of 7experienced workers
Answers
Answered by
Steve
(7x + 5*846)/(7+5) = 1000
Now just find x.
Now just find x.
Answered by
ZA
The mean monthly wage of 7 experienced workers is $1110.
Answered by
pranit
Mean monthly age of 7 experinced and 5 inexperienced workers = $ 1000
Number of workers = 7 + 5 = 12
We know that
Mean = Sum of 7observations/Number of observations
So sum of workers monthly ages = Mean * Number of workers = 1000 * 12 = $ 12000
Mean of mothly wage of 5 inexperienced workers = $ 846
Number of inexperienced workers = 5
So sum of inexperienced workers monthly wages = Mean * Number of inexperienced workers = 846 * 5 = $ 4230
Sum of 7 experienced workers = sum of workers monthly ages - sum of 5 inexperienced workers monthly ages = 12000 - 4230 = $ 7770
Number of experienced workers = 7
Mean monthly wage of 7 experienced workers = Sum of 7 experienced workers monthly ages/ Number of experienced workers
= 7770/7
= $ 1110
Therefore mean mothly wage of 7 experienced workers is $ 1110
Number of workers = 7 + 5 = 12
We know that
Mean = Sum of 7observations/Number of observations
So sum of workers monthly ages = Mean * Number of workers = 1000 * 12 = $ 12000
Mean of mothly wage of 5 inexperienced workers = $ 846
Number of inexperienced workers = 5
So sum of inexperienced workers monthly wages = Mean * Number of inexperienced workers = 846 * 5 = $ 4230
Sum of 7 experienced workers = sum of workers monthly ages - sum of 5 inexperienced workers monthly ages = 12000 - 4230 = $ 7770
Number of experienced workers = 7
Mean monthly wage of 7 experienced workers = Sum of 7 experienced workers monthly ages/ Number of experienced workers
= 7770/7
= $ 1110
Therefore mean mothly wage of 7 experienced workers is $ 1110
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