
The Karnataka High Court on Wednesday, 14 October 2026, ordered notice to the state and central governments on a petition seeking a transparent formula to calculate per-child expenditure (PCE) under the Right to Education (RTE) Act. The petition, filed by the Associated Managements of Primary and Secondary Schools in Karnataka (KAMS), represents over 4,000 private unaided schools. KAMS argued that the PCE has not been revised since 2017-18, with rates fixed at Rs 16,000 for primary and Rs 8,000 for higher primary classes, despite rising costs for salaries, infrastructure and digital education.
The Times of India reports that KAMS estimates a scientific revision could raise the benchmark to Rs 60,000 to 80,000 or more per child annually. The Hindu notes the petition also seeks a national protocol for determining PCE, including parameters like common definition of recurring heads, uniform allocation rules and audited year-end reconciliation. KAMS general secretary D Shashi Kumar was quoted by the Times of India saying the government should publish actual expenditure figures. The court will hear the matter further.
Both The Hindu and the Times of India report the same core fact: the high court issued notice on KAMS's plea. Their framing differs in emphasis. The Hindu leads with the court order and the demand for a national protocol, treating it as a legal-administrative story. The Times of India leads with the cost question and includes KAMS's estimate that a revised PCE could reach Rs 60,000 to 80,000, plus a direct quote from the association accusing the government of branding schools as ‘mafia’. The Times of India also adds a box on school closures possibly increasing RTE demand, a consequence not in The Hindu. No source adopts a pro-government or critical stance on the merits, both report the schools' claim without endorsing it.
Coverage: 2 sources, 2 neutral
Sources (2): thehindu.com (neutral report), timesofindia.indiatimes.com (neutral report)
This brief was synthesised by AI from the 2 sources linked above, so one read covers every framing they carry. Methodology and corrections.