KARTET Paper 2 Mathematics Answer Key 2025 (OUT); Set-wise questions with solutions

The unofficial answer key for Paper 2 Mathematics KARTET 2025 will be available now. Until the official Karnataka TET answer key is released, candidates can use the unofficial version to estimate their scores.

KARTET Paper 2 Mathematics Answer Key 2025

KARTET Paper 2 Mathematics Answer Key 2025: The KARTET Paper 2 Mathematics exam 2025 was successfully conducted on December 7, 2025, in the afternoon shift from 2 PM to 4:30 PM. Following the exam, the unofficial answer keys for all sets of KARTET Paper 2 Mathematics will be made available here. The preliminary keys allow candidates to estimate their scores immediately by comparing their answers with the solutions provided. Furthermore, provisional answer keys help candidates get a rough idea of their performance and whether they are likely to meet the qualifying cutoff. It also allows them to plan their next steps, such as preparing required documents or identifying topics to focus on for future attempts.

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KARTET Paper 2 Mathematics Answer Key 2025: Set-Wise

Test takers can view the unofficial answer keys for the KARTET Paper 2 Mathematics 2025 exam in the table below. While the questions remain the same across all sets, their numbering may vary.

Question Number	Questions	Answers
91	The value of 35% of a number is 28, but that number is	80
92	Which of the given statements is correct? (1) √x+3 is a polynomial. (2) 2, This is a constant polynomial. (3) A cubic polynomial always has exactly two zeros. (4) The degree of the zero polynomial is \|	2, This is a constant polynomial.
93	In the figure, lines AB and CD intersect at point 'O*. OE is the angle bisector of ∠DOB and ∠AOD = 80° but the measure of ∠DOE	50°
94	Three angles of a quadrilateral are 98°, 62°, 84° but its fourth angle is	High angle
95	(-4) ^m+3 *(-4) ^m-1 =(-4) ⁶ But the value of m is	1
96	The area of a circle is 498 square meters. Then the area of one of its quadrants is	49/π Square roots
97	If the average of the set of numbers 1, 4, 10, P, 16 is 9, then the value of P is	14
98	product of two numbers is 2. One of them is -4/9 But another number is	7/3
99	The volume of a cone with base area 49π cm² and height 12 cm is	196π cm ³
100	If the sum of the squares of three numbers in the ratio 1:2:3 is equal to 896, then the three numbers are	8,16, 24
101	The distance between the point (-a, a) and the origin is	a√2
102	The sum of the squares of two consecutive multiples of 7 is 637 but those numbers	14 and 21
103	In a box of 40 light bulbs, if 20% of the items are defective, what is the probability of getting a good one from it is	4/5
104	8:x=17.6:72.6 then x value is	33
105	Δ𝐴𝐵𝐶 has AB = 3 cm, BC = 2 cm, CA = 2.5 cm. If Δ𝐷𝐸𝐹∼Δ𝐴𝐵𝐶 and EF = 4 cm, then the perimeter of Δ𝐷𝐸𝐹 is	15
106	The difference between the cube of a number and the square of the same number is 100 but that number is	5
107	If the diameter of the moon is equal to the diameter of the earth, then the ratio of their cubes is	1:64
108	x = 3+ 2√2 then x2+1/x2 value is	34
109	The least number that leaves a remainder of 3 when divided by 109, 8, 12, 16, 24 and 36 is	147
110	The length and breadth of a rectangular garden are expressed as linear polynomials (of one character). But its area is a	Square polynomial
111	When the side of a square is increased by 10% of its length, the percentage increase in the area of the square is	21%
112	√3= 1.73 and √2 = 1.41 then (√300+√200) value is	31.4
113	The ratio of the number of boys and girls in a class is 7 : 5. If the number of boys is 8 more than the number of girls, then the total number of students in the class is	48
114	A man is 38 years older than his son. If the sum of their ages is 82. years, then the father's age is	60 years
115	In a mixture, the ratio of substances A, B and C is 8 : 5 : 7 but the percentage of 'C' in that mixture is quantity	35
116	Assimilation: The process of incorporating new information: Providing opportunities	Reshaping the current situation
117	Blue Map : Equipment Test : ..... :: performance	Rubricks
118	The aim of mathematics teaching is: Broad and comprehensive: : The purpose of mathematics teaching is:	Ideal and long-lasting
119	After examining the variables 1+3=4,1+3+5=9,1+3+5+7=16, the student concludes that the sum of 'n' natural odd numbers is odd.A general rule of thumb for this process	Formulating a hypothesis
120	Which of the following is most appropriate for providing an understanding of geometric shapes to a visually impaired child?	Verbal description where the child can describe and describe shapes by touch:

The official answer key of KARTET Paper 2 Mathematics will be released by the Department of School Education (DSE) a few days after the exam, and will serve as the final reference for calculating results. Candidates can download the official key from the DSE portal and raise objections if needed. While the official key is the final authority, the unofficial version provides a quick and useful reference for candidates eager to assess their performance immediately after the exam.

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