Karnataka SSLC Maths Model Question Paper 2024: The Karnataka SSLC Maths exam will be held on April 2, 2024. Students preparing for the SSLC Maths exam should not miss solving the latest Karnataka 10th Maths model paper. The SSLC Maths model question paper is an important resource to practise important questions and get acquainted with the expected exam pattern. We have provided below the Karnataka SSLC Maths Model Paper 2024 in PDF format. Download and solve the model paper to revise important concepts, understand the format of questions and practise time management to perform well in the upcoming exam.
Pattern of Karnataka Board SSLC Maths Question Paper 2024
Question paper will have SIX questions for a total of 80 marks. Each question will have sub-parts as follows:
Question I (8 marks): EIGHT MCQs for 1 mark each.
Question II (8 marks): EIGHT very short answer type questions for 1 mark each.
Question III (16 marks): EIGHT short answer type questions for 2 marks each.
Question IV (27 marks): NINE short answer type questions for 3 marks each.
Question V (16 marks): FOUR long answer type questions for 4 marks each.
Question VI (5 marks): ONE long answer type question for 5 marks.
Karnataka Board SSLC Maths Model Question Paper 2024
I. Four alternatives are given for each of the following questions / incomplete statements. Choose the correct alternative and write the complete answer along with its letter of alphabet.
1. Every positive odd integer is of the form (where q is a positive integer )
(A) 2q + 1
(B) 2q + 2
(C) 2q + 4
(D) 2q
2. The lines represented by the pair of linear equations x + 2y = 8 and 2x + 4y = 10 are
(A) intersecting each other
(B) perpendicular to each other
(C) coincident
(D) parallel to each other
3. The nth term (an) of the Arithmetic progression whose first term is ‘a’ and common difference ‘d’ is:
(A) an = a + ( n + 1 ) d
(B) an = n/2 [a + ( n – 1 ) d]
(C) an = a + ( n – 1 ) d
(D) an = a ( n – 1 ) d
4. Sum of the zeroes of the polynomial p ( x ) = x2– 2x – 8 is
(A) – 8
(B) 2
(C) – 2
(D) 8
5. If tan θ = 1, then the value of sec θ is
(A) 1/√3
(B) √3
(C) √2
(D) 1/√2
6. The correct relation related to the ∆ PQR given in the figure is
(A) PQ2 = PR2 + QR2
(B) PR2 = PQ2 + QR2
(C) QR2 = PR2 + PQ2
(D) PQ2 = PR2 - QR2
To check all questions, download the full model paper below:
Karnataka Board SSLC Maths Model Paper 2024 PDF |
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