6. Joseph Flores is paid $452 per week plus a commission of 2% on all sales. Flores sold $712 worth of goods on Monday, $523 on Tuesday, $1002 on Wednesday. $391 on Thursday, and $609 on Friday. Returns and allowances for the week were SI14. Find the employee's (a) Social Security tax (6.2%). (b) Medicare tax (1.45%), and (c) state disability insurance deduction (1%) for the week. [6.3 and 6.4]
6. Joseph Flores is paid $452 per week plus a commission of 2% on all sales. Flores sold $712 worth of goods on Monday, $523 on Tuesday, $1002 on Wednesday. $391 on Thursday, and $609 on Friday. Returns and allowances for the week were SI14. Find the employee's (a) Social Security tax (6.2%). (b) Medicare tax (1.45%), and (c) state disability insurance deduction (1%) for the week. [6.3 and 6.4]
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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Answer the question on the photo.
![Pederel hax
FICA Original eo
deductions
Dis
16. Joseph Flores is paid $452 per week plus a commission of 2% on all sales. Flores sold
$712 worth of goods on Monday, $523 on Tuesday, $1002 on Wednesday, $391 on
Thursday, and $609 on Friday. Returns and allowances for the week were SI14. Find the
employee's (a) Social Security tax (6.2%). (b) Medicare tax (1.45%), and (c) state
disability insurance deduction (1%) for the week. [6.3 and 6.4]
Solve the following application problems.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff87e6ec3-6acc-4698-be61-a5f865d510b9%2F2bde7a90-ddc6-4f56-b6e7-7e1ef2490fa7%2Ffku1ijb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Pederel hax
FICA Original eo
deductions
Dis
16. Joseph Flores is paid $452 per week plus a commission of 2% on all sales. Flores sold
$712 worth of goods on Monday, $523 on Tuesday, $1002 on Wednesday, $391 on
Thursday, and $609 on Friday. Returns and allowances for the week were SI14. Find the
employee's (a) Social Security tax (6.2%). (b) Medicare tax (1.45%), and (c) state
disability insurance deduction (1%) for the week. [6.3 and 6.4]
Solve the following application problems.
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