Respuesta :
Answer:
Explanation:
Regular pay = annual pay/hrs per week * no of weeks in a year * no of regular hrs.
Regular pay = (($90,000/(37 * 52)) * 56) = $2,619.54
Holiday pay = (($90,000/(37 * 52)) * 14) = $654.89
Gross pay = regular pay plus holiday pay
= $2,619.54 + $654.89
= $3,274.43
Answer:
The Harvey’s biweekly wages (on a standard 5-day work week) to 5 decimal points = $3,461.53846
Explanation:
Harvey Ramos is paid $90,000 per year
but 1 year = 52 weeks, and Harvey works for 37 hours per week; therefore, per hour, Ramos is paid $90,000 ÷ (52 × 37) = $46.77754678 per hour
If Harvey works for 37 hours per week, considering a 5-day work week, Harvey works for (37 ÷ 5) = 7.4 hours per day
Therefore, Harvey’s biweekly pay based on a standard 5-day work week = pay for 10 days = $46.77754678 × 7.4 × 10 = $3,461.538462
The Harvey’s biweekly wages (on a standard 5-day work week) to 5 decimal points = $3,461.53846