Sobha George Adolfus v. State of Kerala and Ors. - (High Court of Kerala) (10 Jun 2016)
Children have right to promotion in minority institution up to elementary level
MANU/KE/0715/2016
Education
Applying the ‘best interest’ principle, Kerala High Court granted an elementary school student benefit of Section 16 of the Right of Children to Free and Compulsory Education Act, 2009 permitting him to move up a grade.
In the instant case, the school was protected from application of the Act by its minority status. Nevertheless, the court questioned if Section 16 of the Act was a “mere statutory right or can be treated as a fundamental right”.
It reiterated norms safeguarding the best interests of children effectively elevated statutory rights under the Act to fundamental rights - capable of being enforced against private minority schools. Moreover, minority institutions could not claim a superior right in terms of the Constitution to deny rights of others. Denial of others’ rights would necessarily require nexus or relation with the object of protection of the minority character of the institution.
The court was of the view that holding a child back from promotion at elementary level would not a ‘right’ of the school protected by the constitution.
Relevant : People's Union for Democratic Rights and others v. Union of India and others MANU/SC/0038/1982
Ahmedabad St. Xavier's College Society and another v. State of Gujarat and Another MANU/SC/0088/1974
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Tags : MINORITY SCHOOL ELEMENTARY STUDENT PROMOTION FUNDAMENTAL RIGHT
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