ACCOUNTING GUIDELINES & PROCEDURES
When a student registers in a school, it is understood that he/she is enrolling for the entire school year for elementary and secondary courses (Manual of Registration for Private School,1992, 8 ed. Sec. 19). Therefore, tuition fee, miscellaneous, and other fees of each learner are to be charged in full.
Schedules & Modes of Payment
- Tuition, Miscellaneous & Other Fees may be paid according to the following schedules and modes:
- Annual – upon enrollment and/or before classes begin.
- Semi-annual – down payment upon enrollment and balance in December.
- Quarterly – down payment upon enrollment and balances in December and March.
- Monthly - down payment upon enrollment and balances in the first week of September and succeeding months.
- For nursery learners: only cash, semi-annual and quarterly modes of payment are deemed applicable.
- Books, uniforms and other school supplies required of learners should be paid in cash upon enrollment or before the opening of classes at the latest.
- Parents shall pay a certain amount to cover for the 24/7 accident insurance of their child.
- Statement of account shall be issued to parents / guardians. However, with or without this, parents / guardians should promptly pay accounts on due dates.
- In view of the issuance of test permits, regardless of learning modality, outstanding balance should be fully paid three (3) days prior to the periodic / quarterly exams.
- Cash, dated checks, and bank payments are acceptable forms of payment.
Withholding of Vital Documents
The school records of a learner shall not be accessed or released if his / her financial or property obligation has not been paid (Revised MRPS, Title IV, Section 140).
- Form 138 (Including quarterly Report Card)82
- Form 137 / School Form 10 (Transcript of Records)
- Diploma / Certificate
- Good Moral Certificate
- Certificate of Enrollment
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)
Withdrawals & Refunds
In accordance with the Rules and Regulations of the Department of Education (Manual of Regulation for Private School, 1992, 8 ed.), withdrawals and refunds are subject to the following conditions:
- Miscellaneous and other fees (including reservation deposit) other than tuition are non- refundable.
- Tuition refund will be granted according to the following conditions:
- 100% - if withdrawal is done earlier than 15 days prior to the opening of formal classes.
- 90% - if withdrawal is done earlier than 7 days prior to the opening of formal classes
- 80% - if withdrawal is done 1-3 days prior to the opening of formal classes.
- 70% - if withdrawal is done on the first week of formal classes.
- 60% - if withdrawal is done on the second week of formal classes.
- No refund shall be done after the second week of formal classes and at any time during the school year whether or not the child has actually attended classes.
- In case of withdrawal in the middle of school year by learners whose parent have chosen any of the non – annual mode of payment, the parents / guardians shall be required to pay all the fees for the entire duration of the school year.
- Processing period for any refund will be two weeks.
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)
Availment of Discounts & Scholarships are Applicable to Tuition only.
Sibling Discounts
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)
Academic Discounts
For in-house learners: in determining the recipients of 50%, 35% and 20% scholarship discounts, the school will select the top three (3) learners with the highest average among the enrolled learners in the level.
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)
On new or transfer learners, the scheme below shall be applied:
![](data:image/png;base64,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)
The school reserves its right to limit the number of recipients of the aforementioned discounts in any level as it deems wise and necessary.
Notes for new learners who would like to avail of the Academic Discounts:
- Grant is applicable for grade school and high school;
- Class size of school of origin must be at least 20 learners; and
- Photocopy of Government Permit or Recognition of school of origin must be submitted.
Athletic Discounts for Most Valuable Players, Mythical Team Members of RCBNES Tournament and Champions of Competitions (Academic and Sports) will be given upon presentation of proper credentials, in this light:
![](data:image/png;base64,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)
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)
Charity Discounts/Scholarships for less fortunate but deserving learners
Criteria of Selection of the Beneficiaries:
- The learner must come from a financially - challenged family;
- S/he must pass the entrance test & interview;
- S/he should be able to maintain good grades in all subjects;
- S/he must exude desirable values; and
- S/he must be willing to reasonably share time, talent, & treasure while progressively engaged in studies.
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)
Surcharges & Penalties
- Every non-payment of an outstanding balance shall be charged 1% each month.
- Bouncing checks shall be charged P500.00 for insufficient funds and P1,000.00 for closed account. Parent/guardian who has incurred any or both of these cases will no longer be allowed to pay in check
No permit, no exam policy
- In view of the service, educational or otherwise, already rendered, the parents of learners are duty bound to pay the amount related thereto. Failing to pay on designated date despite of reminders, the school shall exercise its right in not administering exams. If and when the learner is unable to take the exams on the regular schedule due to non - payment of a tuition fee, the concerned exams shall be administered to the learner 5 – 7 days thereafter at Php 50.00 per subject. This amount shall be charged to the account of the learner.
Back Accounts
The school shall exercise its right to refuse admission or enrollment of a learner with back accounts.
For more details, you may visit us onsite.
ACCOUNTING OFFICE is open Monday to Friday at 08:00am-04:00pm
or call us at Tel Nos. 8876-9351