2. brad earns $618.36 per bi - weekly working at the keg. the deductions from his bi - weekly pay are: ei…

2. brad earns $618.36 per bi - weekly working at the keg. the deductions from his bi - weekly pay are: ei $72.41, cpp $33.15, income tax $168.27, dental plan $11.45, life insurance $5.45, rrsp contribution $25.00. determine brads a. gross pay b. total deductions c. net pay 3. amber earns $12.25 per hours. she works 37 hours a week. here are her weekly deductions: ei $9.05, cpp $15.57, income tax $48.76, company pension plan $11.03, union dues $4.81. determine ambers a. gross pay b. total deductions c. net pay

2. brad earns $618.36 per bi - weekly working at the keg. the deductions from his bi - weekly pay are: ei $72.41, cpp $33.15, income tax $168.27, dental plan $11.45, life insurance $5.45, rrsp contribution $25.00. determine brads a. gross pay b. total deductions c. net pay 3. amber earns $12.25 per hours. she works 37 hours a week. here are her weekly deductions: ei $9.05, cpp $15.57, income tax $48.76, company pension plan $11.03, union dues $4.81. determine ambers a. gross pay b. total deductions c. net pay

Answer

Explanation:

Step1: Calculate Brad's values

a. Gross Pay

Brad's gross - pay is given as $618.36 per bi - weekly.

b. Total Deductions

Sum up all deductions: $72.41+33.15 + 168.27+11.45+5.45+25.00$ $=72.41+(33.15 + 168.27)+(11.45+5.45)+25.00$ $=72.41 + 201.42+16.9+25.00$ $=(72.41 + 201.42)+(16.9+25.00)$ $=273.83+41.9$ $=315.73$

c. Net Pay

Net pay = Gross pay - Total deductions. So, $618.36−315.73 = 302.63$

Step2: Calculate Amber's values

a. Gross Pay

Amber earns $12.25 per hour and works 37 hours a week. So, gross pay = $12.25\times37=453.25$

b. Total Deductions

Sum up all deductions: $9.05 + 15.57+48.76+11.03+4.81$ $=(9.05 + 15.57)+48.76+(11.03+4.81)$ $=24.62+48.76+15.84$ $=(24.62+48.76)+15.84$ $=73.38+15.84$ $=89.22$

c. Net Pay

Net pay = Gross pay - Total deductions. So, $453.25−89.22 = 364.03$

Answer:

Brad: a. $618.36 b. $315.73 c. $302.63 Amber: a. $453.25 b. $89.22 c. $364.03