PDF
Word
This version of the form is not currently in use and is provided for reference only. Download this version of
Instructions for Form IC-303 Schedule A-05
for the current year.
Instructions for Form IC-303 Schedule A-05 Wisconsin Premium Factor for Insurance Companies - Wisconsin
This document contains official instructions for Form IC-303 Schedule A-05, Wisconsin Premium Factor for Insurance Companies - a form released and collected by the Wisconsin Department of Revenue. An up-to-date fillable Form IC-303 Schedule A-05 is available for download through this link.
FAQ
Q: What is Form IC-303 Schedule A-05?
A: Form IC-303 Schedule A-05 is a document used by insurance companies in Wisconsin to calculate the premium factor for tax purposes.
Q: Who needs to file Form IC-303 Schedule A-05?
A: Insurance companies operating in Wisconsin need to file Form IC-303 Schedule A-05.
Q: What is the purpose of Form IC-303 Schedule A-05?
A: The purpose of Form IC-303 Schedule A-05 is to determine the premium factor, which is used to calculate the Wisconsin tax liability for insurance companies.
Q: How is the premium factor calculated?
A: The premium factor is calculated by dividing the premiums written in Wisconsin by the total premiums written by the insurance company.
Q: When is Form IC-303 Schedule A-05 due?
A: Form IC-303 Schedule A-05 is due on or before March 15th of each year.
Q: Are there any penalties for late filing?
A: Yes, there may be penalties for late filing. It is important to file Form IC-303 Schedule A-05 by the due date to avoid penalties.
Instruction Details:
- This 3-page document is available for download in PDF;
- Might not be applicable for the current year. Choose a more recent version;
- Complete, printable, and free.
Download your copy of the instructions by clicking the link below or browse hundreds of other forms in our library of forms released by the Wisconsin Department of Revenue.
Download Instructions for Form IC-303 Schedule A-05 Wisconsin Premium Factor for Insurance Companies - Wisconsin
1
2
3
