Expert Teachers at KSEEBSolutions.com has created New Syllabus Karnataka 1st PUC Maths Model Question Papers with Answers 2021-22 Pdf Free Download of 1st PUC Maths Previous Year Board Model Question Papers with Answers are part of 1st PUC Model Question Papers with Answers. Here We have given the Department of Pre University Education (PUE) Karnataka State Board Syllabus First Year Model Question Papers for 1st PUC Maths Model Question Papers with Answers 2019-2020 Pdf. Students can also read 1st PUC Maths Question Bank with Answers hope will definitely help for your board exams.

## Karnataka 1st PUC Maths Model Question Papers with Answers 2021-2022

- 1st PUC Maths Model Question Paper 1 with Answers
- 1st PUC Maths Model Question Paper 2 with Answers
- 1st PUC Maths Model Question Paper 3 with Answers
- 1st PUC Maths Model Question Paper 4 with Answers
- 1st PUC Maths Model Question Paper 5 for Practice
- 1st PUC Maths Previous Year Question Paper March 2019 (South)
- 1st PUC Maths Previous Year Question Paper March 2019 (North)

**Karnataka 1st PUC Maths Blue Print of Model Question Paper**

Instructions:

Content area to select questions for PART D and PART E

(a) In PART D

- Relations and functions: Problems with drawing a graph of a function and writing its domain and range.
- Trigonometric functions: Problems on Transformation formulae.
- Principle of Mathematical Induction: Problems.
- Permutation and Combination: Problems on combinations only.
- Binomial theorem: Derivation/problems on Binomial theorem.
- Straight lines: Derivations.
- Introduction to 3D geometry: Derivations.
- Limits and Derivatives: Derivation/problems.
- Statistics: Problems with finding mean deviation about mean or median.
- Linear inequalities: Problems on the solution of a system of linear inequalities in two variables.

(b) In PARTE

6 mark questions must be taken from the following content areas only.

(i) Derivations on trigonometric functions.

(ii) Definitions and derivations on conic sections.

4 mark questions must be taken from the following content areas only.

(i) Problems with the algebra of derivatives.

(ii) Problems on the summation of finite series.

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