use the tables to answer the question.
Company A
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Hours of work | pay (4)
5.5 | 140.25
22.0 | 562.00
35.0 | 892.50
40.0 | 1,020.00
Company B
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Hours of work | Pay ($)
4.0 | 114.00
10.6 | 302.10
20.5 | 584.25
35.0 | 997.50
based on the tables showing what two leading gas brands pay employees, compare which company pays the higher rate.
To compare the rates of pay between Company A and Company B, we need to look at the pay per hour for each company.
For Company A, the pay per hour can be calculated by dividing the pay by the hours of work:
For the first row: 140.25 / 5.5 = $25.41 per hour
For the second row: 562.00 / 22.0 = $25.55 per hour
For the third row: 892.50 / 35.0 = $25.50 per hour
For the fourth row: 1,020.00 / 40.0 = $25.50 per hour
For Company B, the pay per hour can be calculated in the same way:
For the first row: 114.00 / 4.0 = $28.50 per hour
For the second row: 302.10 / 10.6 = $28.52 per hour
For the third row: 584.25 / 20.5 = $28.50 per hour
For the fourth row: 997.50 / 35.0 = $28.50 per hour
Comparing the pay rates per hour, we can see that both Company A and Company B pay the same rate of $25.50 per hour. Therefore, both companies pay the same rate and there is no clear distinction of which company pays a higher rate.
To compare which company pays a higher rate, we need to look at the pay per hour of work for each company. Let's analyze the data in both tables:
Company A:
- For 5.5 hours of work, the pay is $140.25
- For 22.0 hours of work, the pay is $562.00
- For 35.0 hours of work, the pay is $892.50
- For 40.0 hours of work, the pay is $1,020.00
Company B:
- For 4.0 hours of work, the pay is $114.00
- For 10.6 hours of work, the pay is $302.10
- For 20.5 hours of work, the pay is $584.25
- For 35.0 hours of work, the pay is $997.50
To determine the hourly rate for each company, we can divide the total pay by the number of hours worked. Let's calculate it:
Company A:
- For 5.5 hours of work, the hourly rate is $140.25 / 5.5 = $25.50
- For 22.0 hours of work, the hourly rate is $562.00 / 22.0 = $25.55
- For 35.0 hours of work, the hourly rate is $892.50 / 35.0 = $25.50
- For 40.0 hours of work, the hourly rate is $1,020.00 / 40.0 = $25.50
Company B:
- For 4.0 hours of work, the hourly rate is $114.00 / 4.0 = $28.50
- For 10.6 hours of work, the hourly rate is $302.10 / 10.6 = $28.50
- For 20.5 hours of work, the hourly rate is $584.25 / 20.5 = $28.50
- For 35.0 hours of work, the hourly rate is $997.50 / 35.0 = $28.50
Comparing the hourly rates, we can see that both Company A and Company B pay the same rate of $25.50 per hour. Therefore, the two leading gas brands pay their employees the same hourly rate.
To compare which company pays the higher rate, we can look at the pay per hour for each company.
In Company A:
- For 5.5 hours of work, the pay is $140.25
- So the pay per hour is $140.25 / 5.5 = $25.50
- For 22.0 hours of work, the pay is $562.00
- So the pay per hour is $562.00 / 22.0 = $25.55
- For 35.0 hours of work, the pay is $892.50
- So the pay per hour is $892.50 / 35.0 = $25.50
- For 40.0 hours of work, the pay is $1,020.00
- So the pay per hour is $1,020.00 / 40.0 = $25.50
In Company B:
- For 4.0 hours of work, the pay is $114.00
- So the pay per hour is $114.00 / 4.0 = $28.50
- For 10.6 hours of work, the pay is $302.10
- So the pay per hour is $302.10 / 10.6 = $28.50
- For 20.5 hours of work, the pay is $584.25
- So the pay per hour is $584.25 / 20.5 = $28.50
- For 35.0 hours of work, the pay is $997.50
- So the pay per hour is $997.50 / 35.0 = $28.50
Based on the calculations, Company B pays a higher hourly rate compared to Company A.