Mock Tests, PYQs & Assessments
From assessments to practice questions to full-length mock tests, in the real timed computer-based format, with video solutions.
Showing 589–600 of 1,991 tests
Beginner reasoning practice on direct and coded inequalities: inequality chains, conclusion checks, missing symbols, and symbol and phrase codes that stand for relations.
Hard reasoning practice on mathematical operations: long coded expressions, combined sign and number interchanges, and nested defined operations, each with a step-by-step solution.
Medium-level mathematical operations practice on sign substitution, letter and word codes, sign and number interchanges, and defined operations, with a worked solution for every question.
Basic mathematical operations practice on symbol substitution, letter-coded signs, interchanging signs or numbers and balancing equations with BODMAS, with worked solutions.
Advanced order and ranking problems on interchanges, minimum row size with overlap, stacks counted from both ends and multi-clue comparison chains, all with worked solutions.
Medium-level order and ranking practice on row totals, interchanged positions, ranks from top and bottom, and height and weight comparisons, with worked solutions.
Medium-level polynomial problems on remainders, factor conditions, symmetric expressions in zeroes, cubic factorisation and HCF and LCM, each with a step-by-step solution.
Beginner polynomials practice on the Remainder and Factor Theorems, degree, factorisation, zeroes and their sum and product, and HCF and LCM, each with a worked solution.
Advanced practice on x plus 1 over x identities: higher powers, differences, surd values, quadratic conditions and cube roots of unity, each with a worked solution.
Intermediate practice on x + 1 by x type questions: higher powers, reverse problems, quadratic-based values, square root forms and special cases with odd powers.
Beginner practice on x + 1 by x type questions: squares and cubes from given values, quadratics in reciprocal form, conjugate surds and simple special cases.
Multi-step algebraic identities practice covering sums of cubes, conditional results when a + b + c is zero, telescoping products and surd substitutions, each with a worked solution.
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