It is 10 per hour.
27
40(x) + 7(2x)=648 40x + 14x = 648 54x = 648 x = 12 ■
74 hours
14 + 20 = 34 34 x 9 = 306 She earned $306.
Bit of Maths late at night - awesome...Assuming Deon is being paid in a currency that is decimal (USD, GBP, Euros etc) and that he's not getting shillings or little blocks of tea or something else completely nuts then we can calculate his hourly wage.OK so we know that Deon works 16 Hours and gets 92.0092/16 = 5.75Deon wants another 138.00 and he gets 5.75 an hour so 138.00/5.75 = 24Poor old Deon needs to work another 24 hours.Assuming he works 16 hours a week that's another week and a half of work for him.
9
28 hours
27
The computer wants "what your last paycheck was not your hourly wage". So the online resumes don't want an hourly last wage earned.
$6.25335- 85-------250250/40 = 6.25
6
40(x) + 7(2x)=648 40x + 14x = 648 54x = 648 x = 12 ■
To calculate Erika's earnings, first find her total hours worked over the two weeks: 14 hours + 20 hours = 34 hours. Then, multiply her total hours by her hourly wage: 34 hours × $9/hour = $306. Therefore, Erika earned $306 during these two weeks.
This question is asking about what you earned at your last place of employment. If you have not worked then you would not put anything down as your last wage earned.
To find out how many hours Carson worked, we can set up the equation where Layla's hours (8.75) represent 35% of Carson's hours. We can express this as 8.75 = 0.35 * Carson's hours. To find Carson's hours, we divide Layla's hours by 0.35: Carson's hours = 8.75 / 0.35, which equals 25 hours. Therefore, Carson worked 25 hours last week.
35 hours because if he worked 5 hours for 3 days, 5x3 = 15 and if he worked 20 hours the previous week, 15+20=35.
The past tense word of 'earns' is 'earned', as in 'he earned $400 for working 40 hours last week'.