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N of the 50 hours John worked this week was paid 12.00 per hour He was paid 8.00 per hour for the other hours he worked He made 200.00 less during these N hours than he made during the other hours?
Wiki User
∙ 14y ago
10 hours at $12.00/hour
40 hours at $8.00/hours
Wiki User
∙ 14y ago
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If you have two jobs. One job pays 7 per hour and the other pays 8.25 per hour. You worked 22 hours total last week and earned 171.50. How many hours did you work at each job?
You can create simultaneous equations : 2 equations that when solved will give your answer Need to calculate 7a + 8.25b = 171.50 ( this calculates the pay) and a + b = 22 (the amount of hours worked ) a is the amount of hours worked at the 1st job, b the amount of hours worked in the 2nd job so: 7a + 8.25b = 171.50 (formula 1) a + b =22 (formula 2) SO multiply formula 2 by 7 to give 7a + 7b = 154 (call this formula3) Now if you take away formula 3 from formula 1 you get 1.25b = 17.50 so b = 17.50 /1.25 = 14 hours therefore going back to formula 2 : a + 14 = 22 , therefore a is 8 hours So in the 2nd job the person worked 14 hours and therefore in the 1st job the person worked 8 hours (= 22-14).
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If you have two jobs. One job pays 7 per hour and the other pays 8.25 per hour. You worked 22 hours total last week and earned 171.50. How many hours did you work at each job?
You can create simultaneous equations : 2 equations that when solved will give your answer Need to calculate 7a + 8.25b = 171.50 ( this calculates the pay) and a + b = 22 (the amount of hours worked ) a is the amount of hours worked at the 1st job, b the amount of hours worked in the 2nd job so: 7a + 8.25b = 171.50 (formula 1) a + b =22 (formula 2) SO multiply formula 2 by 7 to give 7a + 7b = 154 (call this formula3) Now if you take away formula 3 from formula 1 you get 1.25b = 17.50 so b = 17.50 /1.25 = 14 hours therefore going back to formula 2 : a + 14 = 22 , therefore a is 8 hours So in the 2nd job the person worked 14 hours and therefore in the 1st job the person worked 8 hours (= 22-14).
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They worked long hard hours in the field and the houses. The women cleaned and prepaired meals. The men worked in the field and had some controle of other members of the household.
What algebraic expression represents the average arithmetic mean number of hours per day someone worked for the 4 day for any values of w x y?
The answer depends on what the variables w, x and y represent. Since there are only three of them and the person worked for four days the variables cannot represent the daily hours worked. There is no other information in the question that will help.
