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Are you a holder of a relevant commercial Undergraduate Degree, HND, LLB or any other equivalent qualifications? if so, here is a career opportunity!
In a flexible time of 12 months, the Institute of Certified Tax Accountants of Zimbabwe (ICTAZ) in partnership with its training partners, Tax Academy (Zimbabwe) offers you an opportunity to attain a Post-Graduate Diploma in Applied Taxation, status of a Certified Tax Accountants (CTA), Membership of the Institute (AICTA/ FICTA) and Registration with the Public Accountants & Auditors Board (PAAB) - Zimbabwe as Registered Public Tax Accountant [RTAcc(Z)].
The ICTA Post-Graduate Diploma in Applied Taxation will provide you with in-depth exposure in tax compliance, tax planning and tax policy. The programme is practical, emphasizing the skills and knowledge you’ll need in the workplace and in practice.
The
Post-Graduate Diploma in Applied Taxation (Normal Programme) allows students to progress through the qualification through a flexible and more efficient programme normal time, and attain the Post-Graduate Diploma in Applied Taxation in 12 months.
Normal Programme Course Duration
12 months.
Course fees (payable either in full or over the study period - as per the fees structure and due dates below)
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)
NB: For RTGS/ZWL fees please enquire with the Secretariat.
Key Registration Dates
Registration is throughout the year, please take note of the following key due dates;
![](data:image/png;base64,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)
Registration as a Student
Registration as a student member with the Institute of Certified Tax Accountants of Zimbabwe (ICTAZ) is a precondition for taking the examination.
The registration is done online
(click here to register) . Completed application form must be accompanied with the requisite registration fees (Once-off payment) and requisite subscription fees (annual payment). Where registration is refused or rejected on any ground, the subscriptions fees will be refunded.
Eligibility
To qualify for registration as a student member at the Professional Level (Post-Graduate Diploma in Applied Taxation), a candidate must have relevant commercial Undergraduate Degree, HND, LLB or any other equivalent qualifications.
Refusal of registration
The Institute reserves the right to refuse any application for registration as a student without assigning any reason to the refusal.
Professional Level
Post Graduate Qualification (CTA)
The Institute of Certified Tax Accountants provides a comprehensive (2) two Part Professional qualification for those wishing to become Certified Tax Accountants (CTAs). Designed and delivered in accordance with best practice in professional education, on completion students will have detailed tax knowledge and the requisite professional skills to work as Certified Tax Accountant (CTA).
Normal Programme Course Structure & Assessment
(Please note; all exams are Computer Based Exams - CBEs, and remote supervised)
Part A:
A.1 Introduction to Revenue Law
A.2 Law for Tax Practitioners
A.3 Taxation Framework
A.4 Tax Secretaryship
A.5 Management of Taxation and Ethics
A.6 International Taxation
Part B:
B.1 Applied Taxation
B.2 Tax Audit and Planning
B.3 Tax Planning
B.4 Indirect Taxation in Zimbabwe
B.5 Direct Taxation in Zimbabwe
B.6 Taxation Science
THESIS/ DISSERTATION – ONLINE SUPERVISED
Computer Based Exams (CBEs)
The Exams are one (1) hour/ (60 minutes) exams, and the pass mark is at least 60%. The CBEs will be made up of a mixture from four different question types:
- Multiple choice questions – where you will be required to identify one correct response from a choice of four.
- Multiple response questions – where you will be required to identify several correct responses from a choice of four.
- Drop and drag questions – where you will be required to drag the relevant answer to the correct location (called a “drop zone”) onscreen.
- Select from a list questions – where you will be required to identify the correct response from the options presented in the drop-down box.
Mode of delivery (100% Online)
The course is delivered via the Tax Academy
(http://taxacademy.school-network.net) virtual campus, in the form of study modules and online tutorials whilst the final exam is administered by the Institute of Certified Tax Accountants (ICTA).
What do you get upon completion of the programme?
On successful completion of the
Post-Graduate Diploma in Applied Taxation (Normal Programme), you will be issued with the Post-Graduate Diploma in Applied Taxation, which gives you the status of a Certified Tax Accountants (CTA).
You will also be eligible for membership of the Institute of Certified Tax Accountants as an Associate (AICTA)/ Fellow (FICTA) Member. This will enable you to apply for registration with the Public Accountants and Auditors Board (PAAB) as a Registered Tax Accountant [RTAcc(Z)].
Careers in Tax
A career in tax offers more than you might think;
Tax affects everything - when you travel, when you eat, when you are paid. Tax is a part of government, business and everyday life. That's why capable tax professionals are always highly sought after. Career options are available with Accountancy firms, Tax firms, In-house finance departments, Revenue Authorities, Self-employment, Taxation Lawyers and in Education and training.
Why wait?
CLICK ENROLL now and start your accelerated journey to become a Certified Tax Accountant (CTA).