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.
To find William's total earnings for the week, we can express his hours worked as follows: if he worked ( h ) hours at the concession stand, then he worked ( 3h ) hours at the ticket counter. His total hours worked is ( h + 3h = 4h ). Therefore, his total earnings can be expressed as ( 13 \times 4h = 52h ).
If X = hours worked after school If Y = hours worked Saturday X + Y = 12 4X + 5Y= 52.5 so we can re-arrange equation 1 to have X = 12 - Y if we substitute that into equation 2 4(12-Y) + 5Y = 52.5 48 - 4Y + 5Y = 52.5 Y= 4.5 and X = 7.5
7.5 after school and 4.5 on Sat.
(Cost to fillerup) = (cost for one gallon) times (number of gallons of empty space in the tank) (Your average speed) = (distance you drove) divided by (the time it took you) (Hours you worked last week) = [ 5 times (hours you worked every morning) ] plus [ 5 times (hours you worked every afternoon) ]
36 x 8.50 = 306
To find William's total earnings for the week, we can express his hours worked as follows: if he worked ( h ) hours at the concession stand, then he worked ( 3h ) hours at the ticket counter. His total hours worked is ( h + 3h = 4h ). Therefore, his total earnings can be expressed as ( 13 \times 4h = 52h ).
He made 307.50 in total.
6
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.
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.
74 hours
If X = hours worked after school If Y = hours worked Saturday X + Y = 12 4X + 5Y= 52.5 so we can re-arrange equation 1 to have X = 12 - Y if we substitute that into equation 2 4(12-Y) + 5Y = 52.5 48 - 4Y + 5Y = 52.5 Y= 4.5 and X = 7.5
7.5
zito.
52
7.5 after school and 4.5 on Sat.
7.5 after school and 4.5 on Saturday.