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Create a graphic representation that portrays two groups of workers. The first group should contain seven figures, each wearing a suit to convey their experience, while the second group should comprise of five figures dressed in less formal attire to indicate their inexperience. Each figure should be surrounded by symbolic money, with the larger amount around the experienced group to suggest their higher earnings. Add visual cues such as bar charts, arrows and scales to suggest the concept of mean wages. Be sure no text is included in the image.

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

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

(7x + 5*846)/(7+5) = 1000

Now just find x.

Well, it seems like those experienced workers are really carrying the weight here! Let's do some math clowning to figure out their mean monthly wage.

First, let's find the total wages of the 5 inexperienced workers. Since their mean monthly wage is 846, we multiply that by 5:

5 * 846 = 4,230

Now, we know that the mean monthly wage of all 12 workers (7 experienced + 5 inexperienced) is 1000. So, we can find the total wages for all 12 workers by multiplying the mean by 12:

1000 * 12 = 12,000

To find the mean monthly wage of the 7 experienced workers, we subtract the total wages of the 5 inexperienced workers from the total wages for all 12 workers:

12,000 - 4,230 = 7,770

Now, we just need to divide this total by the number of experienced workers:

7,770 / 7 = 1,110

So, the mean monthly wage of the 7 experienced workers is 1,110. Those clowns sure know how to make some money!

The mean monthly wage of 7 experienced workers is $1110.

To find the mean monthly wage of the 7 experienced workers, we can use the formula for the mean (average):

Mean = Sum of all values / Number of values

We are given that the mean monthly wage of the 7 experienced workers and 5 inexperienced workers combined is 1000. So, the sum of all the wages is 1000 multiplied by the total number of workers, which is 12 (7 experienced + 5 inexperienced). Therefore, the sum of all the wages is 12,000 (1000 x 12).

We are also given that the mean monthly wage of the 5 inexperienced workers is 846. Since we know the total number of inexperienced workers is 5, the sum of their wages is 846 multiplied by 5, which is 4,230 (846 x 5).

To find the sum of the wages of the 7 experienced workers, we subtract the sum of the wages of the 5 inexperienced workers from the sum of all the wages:

Sum of wages of 7 experienced workers = Sum of all wages - Sum of wages of 5 inexperienced workers
Sum of wages of 7 experienced workers = 12,000 - 4,230
Sum of wages of 7 experienced workers = 7,770

Finally, to find the mean monthly wage of the 7 experienced workers, we divide the sum of their wages by the number of experienced workers (7):

Mean monthly wage of 7 experienced workers = Sum of wages of 7 experienced workers / Number of experienced workers
Mean monthly wage of 7 experienced workers = 7,770 / 7
Mean monthly wage of 7 experienced workers ≈ 1,110