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vic2nvsty
09.12.2019 •
Mathematics
Working her way through school, kathy works two part-time jobs for a total of 33 33 hours a week. job a pays $5.70 $ 5.70 per hour, and job b pays $7.00 $ 7.00 per hour. how many hours did she work at each job the week that she made $211.50 $ 211.50 ? (round to two decimal places if necessary.)
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Ответ:
Job A = 15 hours
Job B = 18 hours
Step-by-step explanation:
Total no. of hours = 33 hours
Job A pays = $5.70/hour
Job B pays = $7.00/hour
Total payout for the week = $211.50
Let A and B be the the hours worked in Job A and Job B respectively, Then;
A + B = 33 hours Equation 1
$5.70A + $7.00B = $211.50 Equation 2
So from Equation 1, A = 33 - B
Lets put these values in Equation 2
=> 5.7(33 - B) + 7B = 211.50
=> 188.1 - 5.7B + 7B = 211.50
=> 1.3B = 23.4
=> B = 18 hours
Hence, A = 33 - 18
=> A = 15
Kathy will work 15 hours in Job A and 18 hours in Job B to make a total payout of $211.50 in a week.
Ответ:
if you add them together you get the answer of