Subject: | Incorrect tax reflection in LINKSOFT when the "Tax Inclusive" flag is disabled in MYOB |
Summary: | Steps to Replicate - Create an invoice in MYOB with a value of $1.15. User tax code as A.
- Untick the "Tax Inclusive" option for the invoice.
- MYOB calculates value as $1 and tax as $.15.
- When the sale is integrated to LINK SOFT the tax is calculated as $0.13
- This gives an incorrect total on the sales receipt
|
Audit Notes: | Edited by sanjay on 08/12/20 09:11. Edited by rashna on 14/09/20 08:17. Edited by rashna on 26/08/20 15:59. Edited by rashna on 11/08/20 09:17. |
11 Aug 2020 | 09:17AM Comment 1 by Rashna (Edge Business Solutions) Case L12021 added to project 12.0 |
11 Aug 2020 | 02:35PM Comment 2 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 12-08-2020 04:23 PM Time Taken: 8.00 |
| Development work for this case has been completed. The change will be available in version:12.0.0811 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Corrected issue with Tax exclusive price invoices.
- Added "Tax Rounding Variance" flag to "Integration Setup -> MYOBAccountRightV2.API -> AccountsReceivableTransaction -> Tax Rounding Variance". The default value is 5 cents.
- Tax Rounding variance is added to the line with the highest tax amount.
- Added the ability to set up multiple tax rates for a tax code. For example, VAT + STT + ECAL can be configured. Refer to notes below.
2. Affected Areas: - MYOB API integration for TaxCore.
3. The issue was caused by: - MYOB API does not have tax amounts at each line. Due to this, the taxes need to be recalculated when invoices are imported.
- Some invoices can have a rounding variance in the tax where the total tax amount does not match with calculated line tax.
4. Notes: - To set up multiple tax rates in MYOB, follow these steps:
- Create the individual tax codes: A, E, F in MYOB
- Create the combined tax code by adding tax code prefixes. for example. A + E + F will have a tax code as AEF.
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)
5. Next Step: UAT and Documentation
---------------------- Development Reference: |
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26 Aug 2020 | 03:59PM Comment 3 by Rashna (Edge Business Solutions) ETC was changed from 12/08/2020 to 12/08/2020 |
17 Sep 2020 | 08:41AM Comment 4 by Rashna (Edge Business Solutions) Assigned To: Alvis (Link Technologies) Followup Date: 18-09-2020 10:41 AM Time Taken: 1.00 |
| Case assigned to Alvis for Documentation |
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23 Sep 2020 | 02:29PM Comment 5 by Alvis (Link Technologies) Assigned To: Sanjay (Link Technologies) Followup Date: 24-09-2020 04:27 PM |
| Documentation updated |
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