To find Jason's average hourly wage, we first need to calculate the total amount he earned from working the two jobs.
From working 20 hours at $5 per hour, Jason earned 20 * $5 = $100.
From working 30 hours at $6 per hour, Jason earned 30 * $6 = $180.
Adding these two amounts together, Jason earned a total of $100 + $180 = $280.
Next, we need to calculate the total number of hours Jason worked.
Jason worked a total of 20 + 30 = 50 hours.
To find his average hourly wage, we divide the total amount earned by the total number of hours worked:
$280 / 50 = $5.60 per hour.
Therefore, Jason's average hourly wage was $5.60.
jason worked 20 hours at $5 per hour and 30 hours at $6 per hour. what was his average hourly wage?
3 answers
What is the quotient represented by the expression (8w^2-20w-12)/2w+1 for all values of w where the expression is defined?
To find the quotient represented by the expression (8w^2 - 20w - 12) / (2w + 1), we need to perform polynomial long division or synthetic division by dividing the numerator by the denominator.
Perform the division as follows:
4w - 10
________________________
2w + 1 | 8w^2 - 20w - 12
- (8w^2 + 4w)
________________
-24w - 12
- (-24w - 12)
_______________
0
Therefore, the quotient represented by the expression is 4w - 10.
Perform the division as follows:
4w - 10
________________________
2w + 1 | 8w^2 - 20w - 12
- (8w^2 + 4w)
________________
-24w - 12
- (-24w - 12)
_______________
0
Therefore, the quotient represented by the expression is 4w - 10.