Home Maths JEE - Advanced Previous Year Paper JEE-Advanced-2019-Paper-1 Section 2 (maximum marks: 32) • This section…
Maths JEE - Advanced Previous Year Paper JEE-Advanced-2019-Paper-1 Single Correct MCQ
Published on: August 13, 2026

Section 2 (maximum marks: 32)

• This section contains EIGHT (08) questions.

• Each question has FOUR options. ONE OR MORE THAN ONE of these four option(s) is(are) correct answer(s).

• For each question, choose the option(s) corresponding to (all) the correct answer(s).

• Answer to each question will be evaluated according to the following marking scheme.

Full Marks :+4 If only (all) the correct option(s) is (are) chosen;

Partial Marks : +3 If all the four options are correct but ONLY three options are chosen;

Partial marks: +2 if three or more options are correct but ONLY two options are chosen and both of which are correct;

Partial Marks: +1 If two or more options are correct but ONLY one option is chosen and it is a correct option;

Zero Marks : 0 If none of the options is chosen (i.e. the question is unanswered);

Negative Marks: -1 In all other cases.

• For example, in a question, if

A
, , and and will get +1 mark; choosing ONLY
B
and and will get +2 marks; choosing ONLY and will get +1 mark; choosing ONLY for all
C
for all
D
are the ONLY three options corresponding to correct answers, then choosing ONLY will get +4 marks; choosing ONLY will get +2 marks; choosing ONLY will get +2 marks; choosing ONLY will get +1 mark; choosing no option (i.e. the question is unanswered) will get 0 marks; and choosing any other combination of options will get -1 mark. Let and be the roots of x 2 - x - 1= 0, with . For all positive integers n, define and b n = a n-1 +a n+1 , n>2. Then which of the following options is/are correct?

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Text Solution

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The correct answer is:
CHECK THE SOLUTION.

(b, c, d)

Clearly we have &

As

As

As

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