What is the difficulty level of Determinants questions in AIEEE 2009?

AIEEE 2009 Determinants questions include 0 easy, 10 medium, and 0 hard questions on ExamTest.live.

Are AIEEE 2009 Determinants questions free?

Yes, all questions including answers and detailed explanations are 100% free on ExamTest.live.

Determinants Aieee Questions — 10+ MCQs & PYQs | ExamTest.live

Q: How many Determinants questions are asked in AIEEE 2009?

ExamTest.live has 10 Determinants questions from AIEEE 2009, covering years 2004–2026.

Determinants — AIEEE 2009(1–10 of 10)

Filter:

Q1mediummcqMathematicsAIEEE 20072026

0% accuracy

If D = 111 1 1 + x 1 11 1 + y for x \neq = 0, y \neq = 0, then D is:

Q2mediummcqMathematicsAIEEE 20072026

100% accuracy

Let A = [5 α 0 α α] . If ∣ A^{2} ∣ = 25, then ∣ α ∣ equals:

Q3mediummcqMathematicsAIEEE2026

If a^{2} + b^{2} + c^{2} = - 2 and f (x) = 1 + a^{2} x (1 + a^{2}) x (1 + a^{2}) x (1 + b^{2}) x 1 + b^{2} x (1 + b^{2}) x (1 + c^{2}) x (1 + c^{2}) x 1 + c^{2} x, then f (x) is a polynomial of degree:

Q4mediummcqMathematicsAIEEE2026

Let a, b and c be distinct non-negative numbers. If the vectors a \hat{i} + a \hat{j} + c \hat{k}, \hat{i} + \hat{k} and c \hat{i} + c \hat{j} + b \hat{k} lie in a plane, then c is:

Q5mediummcqMathematicsAIEEE2026

If a_{1}, a_{2}, a_{3}, \dots, a_{n}, \dots are in G.P., then the determinant Δ = lo g a_{n} lo g a_{n + 3} lo g a_{n + 6} lo g a_{n + 1} lo g a_{n + 4} lo g a_{n + 7} lo g a_{n + 2} lo g a_{n + 5} lo g a_{n + 8} is equal to:

Q6mediummcqMathematicsAIEEE-CBSE-ENG-032026

If a b c a^{2} b^{2} c^{2} 1 + a^{3} 1 + b^{3} 1 + c^{3} = 0 and vectors (1, a, a^{2}), (1, b, b^{2}) and (1, c, c^{2}) are non-coplanar, then the product ab c equals:

Q7mediummcqMathematicsAIEEE2026

Let a, b, c be any real numbers. Suppose that there are real numbers x, y, z not all zero such that x = cy + b z, y = a z + c x and z = b x + a y . Then a^{2} + b^{2} + c^{2} + 2 ab c is equal to:

Q8mediummcqMathematicsAIEEE 20092026

Let a, b, c be such that (b + a) c \neq = 0 . If a b c a + 1 b + 1 c - 1 a - 1 b - 1 c + 1 + a + 1 a - 1 (- 1)^{n} a b + 1 b - 1 (- 1)^{n} b c - 1 c + 1 (- 1)^{n + 1} c = 0 then the value of ' n' is:

Q9mediummcqMathematicsAIEEE 20122026

Let P and Q be 3 \times 3 matrices with P \neq = Q . If P^{3} = Q^{3} and P^{2} Q = Q^{2} P, then determinant of (P^{2} + Q^{2}) is equal to:

Q10mediummcqMathematicsAIEEE 20042004

0% accuracy

If a_{1}, a_{2}, a_{3}, ...., a_{n}, .... are in G.P., then the value of the determinant lo g a_{n} lo g a_{n + 3} lo g a_{n + 6} lo g a_{n + 1} lo g a_{n + 4} lo g a_{n + 7} lo g a_{n + 2} lo g a_{n + 5} lo g a_{n + 8} is

AIEEE 2009 Determinants — FAQ

How many Determinants questions come in AIEEE 2009?▼

Our database has 10 Determinants questions from AIEEE 2009 covering 2004 to 2026.

What difficulty are AIEEE 2009 Determinants questions?▼

The 10 AIEEE 2009 Determinants questions include 0 easy, 10 medium and 0 hard level questions.

Where can I find more Determinants questions for other exams?▼

Visit /tag/determinants to see all Determinants questions across all exams including Mathematics Mock Test - 8, Mathematics Mock Test - 9, Mathematics Mock Test - 11.

Determinants Questions

Determinants — AIEEE 2009(1–10 of 10)

AIEEE 2009 Determinants — FAQ