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NUST NET 2026 Practice Test Maths Mathematical Induction Free Quiz 2
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NUST NET 2026 Practice Test Maths Mathematical Induction Free Quiz 2
Practice NUST NET 2026 Practice Test Maths MCQs from Mathematical Induction. Get instant results with Explanation.
Practice Quiz 2 for "Mathematical Induction" (Maths). Total 30 MCQs available, split into 3 quizzes. Test your understanding of core concepts. This area is highly tested in NUST NET. Practice these MCQs repeatedly to ensure you don't lose valuable marks on exam day.
General5 MCQs
11. If P(k) is true and P(k) ⇒ P(k+1) is true, then by induction we can conclude:
12. Strong induction differs from ordinary induction because:
13. The sum 1+2+4+...+2^{n-1} equals:
14. To prove that 3 divides n³ - n for all n, the inductive step uses:
15. The base case for proving 2ⁿ ≥ n² for n ≥ 4 is:
General5 MCQs
16. If we prove P(1) and P(k) ⇒ P(k+1), we can conclude P(n) is true for:
17. The statement 1+3+5+...+(2n-1)=n² is proven by induction. In the inductive step, the sum for n=k+1 becomes:
18. The product 1·2·3·...·n is called:
19. If n! is divisible by 2^n for n ≥ 0?
20. Induction is a method used to prove statements about:

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NUST NET

Conducting Body: NUST
Frequency: Quarterly | Time: 180 Minutes
Negative Marking: No

⚡ Test Pattern (Total: 200 MCQs):

Merit Formula: Typically, the aggregate is calculated as: (NET × 75%) + (FSc Part-I × 15%) + (Matric × 10%). However, NUST may revise its merit calculation formula or admission criteria from time to time. Please confirm the official criteria before applying.

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