🛠️ JEE➗ Maths

Among the statements: \(\left({S}_{1}\right):{2023}^{2022}-{1999}^{2022}\) is divisible by 8 . \(\left({S}_{2}\right)\):…

Q1

Among the statements:
\(\left({S}_{1}\right):{2023}^{2022}-{1999}^{2022}\) is divisible by 8 .

\(\left({S}_{2}\right)\): \(13(13{)}^{n}-11n-13\) is divisible by 144 for infinitely many \(n\in N\) .

[JEE Main 2023, 6 Apr (Shift 2)]

a

Both \(\left({S}_{1}\right)\) and \(\left({S}_{2}\right)\) are incorrect

b

Only \(\left({S}_{2}\right)\) is correct

c

Both \(\left({S}_{1}\right)\) and \(\left({S}_{2}\right)\) are correct

d

Only \(\left({S}_{1}\right)\) is correct

🔒
Answer & explanation — PYQ Pass

Options are free to see. Unlock the correct answer and full explanation with Pass.

Unlock · ₹149

Practice more JEE Maths PYQs

See every question on Binomial Theorem, or browse the full JEE question bank.

See all questions on Binomial Theorem →