SSLR Karnataka Licensed Surveyor Syllabus 2023 {Out} & Exam Pattern PDF Download

SSLR Karnataka Licensed Surveyor Syllabus- The SSLR Karnataka Licensed Surveyor Syllabus is a comprehensive guide to the knowledge and skills required to become a licensed surveyor in the state of Karnataka. The syllabus covers a wide range of topics, including land surveying methods, mapping techniques, geodesy, and land laws and regulations. It also includes practical training in using modern surveying instruments such as GPS, total stations, and digital levels. This SSLR Karnataka Licensed Surveyor Syllabus combination of theoretical and practical knowledge ensures that licensed surveyors have the expertise needed to accurately measure and map land boundaries, topography, and other important features. By following this SSLR Karnataka Licensed Surveyor Syllabus 2023, aspiring licensed surveyors can prepare themselves for a rewarding career in land surveying in Karnataka.

The SSLR Karnataka Licensed Surveyor Syllabus is a comprehensive guide to the knowledge and skills required to become a licensed surveyor in the state of Karnataka. The syllabus covers a wide range of topics, including land surveying techniques, legal principles related to land ownership and boundaries, map reading and interpretation, and use of surveying equipment. SSLR Karnataka Licensed Surveyor Syllabus 2023 also includes instruction on modern mapping techniques such as Geographic Information Systems (GIS) and Global Positioning Systems (GPS). The SSLR Karnataka Licensed Surveyor Syllabus is designed to ensure that licensed surveyors have the knowledge and expertise necessary to provide accurate and reliable land surveys, which are essential for property transactions, infrastructure development, and other important projects.

SSLR Karnataka Licensed Surveyor Syllabus 2023

The SSLR Karnataka Licensed Surveyor Syllabus covers a wide range of topics related to the field of surveying. It includes subjects such as principles of surveying, plane table surveying, leveling, theodolite traversing, triangulation, contouring, and topographical mapping. In addition to these technical subjects, the SSLR Karnataka Licensed Surveyor Syllabus 2023 also covers important legal aspects related to surveying in Karnataka, such as land laws and regulations, property rights and ownership, and land acquisition procedures. The SSLR Karnataka Licensed Surveyor Syllabus 2023 is designed to provide aspiring licensed surveyors with a comprehensive understanding of the knowledge and skills required to excel in their profession. With this knowledge at their disposal, licensed surveyors can help ensure that land development projects in Karnataka are carried out efficiently, accurately, and in compliance with all applicable laws and regulations.

The SSLR Karnataka Licensed Surveyor Syllabus is a comprehensive guide for those who aspire to become licensed surveyors in the state of Karnataka. The SSLR Karnataka Licensed Surveyor Syllabus 2023 covers topics such as land surveying, mapping, geodesy, and remote sensing. It also includes theoretical and practical aspects of surveying, such as measurement techniques, data analysis, and legal requirements. Students will learn how to use various tools and technologies necessary for conducting surveys, including GPS systems and Geographic Information Systems (GIS). The course will also cover the ethical considerations involved in surveying and how to maintain professional standards. Overall, the SSLR Karnataka Licensed Surveyor Syllabus provides a thorough foundation for anyone interested in pursuing a career in land surveying.

SSLR Karnataka Licensed Surveyor Syllabus

SSLR Karnataka Licensed Surveyor Syllabus 2023 Details

Name of the Article Survey Settlement and Land Records – Revenue Department Karnataka
Position Name Licensed Surveyor
Category Syllabus
Selection Process Competitive Examination
Job Location Karnataka
Official Site

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The SSLR Karnataka Land Assessor Schedule 2023 is intended to test the applicants on different perspectives connected with land studying and land record the executives alongside summed up subjects. The following is a records of the syllabus. Practical exercises are also included in the SSLR Karnataka Land Surveyor Syllabus 2023 to test candidates’ hands-on surveying and record management abilities. The up-and-comers are supposed to have a decent comprehension of the SSLR Karnataka Prospectus and Test example to respond to the inquiries. The SSLR Karnataka Land Surveyor Syllabus contains objective-type questions. Applicants are expected to be able to answer questions in a short amount of time & comprehend the theoretical idea well. The syllabus is meant to test candidates’ knowledge and abilities and get them ready for a good score.

The SSLR Karnataka Licensed Surveyor Syllabus is a comprehensive outline of the subjects and topics that will be covered in the licensed surveyor exam in Karnataka. The syllabus includes topics such as land measurement, mapping, surveying instruments, geographic information systems (GIS), and legal aspects of land surveying. It also covers mathematical concepts such as trigonometry, geometry, and calculus that are essential for accurate land measurement and mapping. This syllabus is important for those who wish to become licensed surveyors in Karnataka as it provides a framework for their studies and prepares them for the exam. By mastering the concepts and topics outlined in this syllabus, aspiring licensed surveyors can confidently approach the exam and excel in their profession.

SSLR Karnataka Licensed Surveyor Exam Pattern 2023

Aspiring surveyors in Karnataka who plan to take the SSLR Karnataka Licensed Surveyor Exam in 2023 should be aware of the exam pattern. The exam will consist of two papers: Paper 1 and Paper 2. Paper 1 will have 100 multiple-choice questions and will cover topics such as mathematics, general knowledge, and English language skills. Paper 2 will be a practical exam that evaluates the candidate’s fieldwork skills and ability to use surveying equipment. The total duration of the exam is three hours, with each paper being given one and a half hours. To pass the exam, candidates must score at least 50% in each paper. It is important for aspiring surveyors to prepare thoroughly for both papers to increase their chances of passing this rigorous examination and obtaining their license.

A separate competitive examination with objective multiple-choice questions and 100 marks for each paper will be given on the same day in the state at designated centers via online tests or written tests at designated centers. There is no information about negative markings.

Paper Name of the Subject Number of Marks
Paper 1 General Paper 100
Paper 2 Special Paper 100
Total 200 Marks

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SSLR Karnataka Licensed Surveyor Exam Topics 2023

The SSLR Karnataka Licensed Surveyor Exam Topics for 2023 include a range of subjects that are essential for aspiring surveyors to master. These topics cover areas such as land surveying, mapping, geodetics, and cadastral surveying, among others. Additionally, the exam will test candidates’ knowledge of relevant laws and regulations related to land surveying in Karnataka. To prepare for the exam, candidates should focus on studying these topics thoroughly and practicing their skills through practical applications. With dedication and hard work, aspiring surveyors can successfully pass the SSLR Karnataka Licensed Surveyor Exam and begin their careers as licensed professionals in the field.


Indian history, political science, general knowledge, current academic standards, daily developments & practical knowledge are all included.





a. geometrical pattern of square numbers, squares of decimals and fractions square roots
b. determination of square root of perfect square root
c. estimation of sq. The root of a nonperfect square
d. cubes and cube roots
e. to find cube root by factor method
f. Identification of sq numbers
g. to find the square root of perfect sq no’s by factor method
b. to find sq. perfect sq. no., decimals and no’s which are not perfect. to find the smallest number that has to be added or subtracted from a given no. to make it a perfect sq. No.
j. process of finding the square root by division method


a. Representation of a set
b. types of sets
c. definition of union intersection, Compliment, and difference of sets.
d. Venn diagrams function, intersection, Compliment and difference of sets, representation using Venn diagrams
g properties of union and intersection of sets
e. operation of sets
h. Demorgan’s laws of set


a. definition of sequence and series b. meaning and specified terms of AP, GP, and HP
c. The sum of terms In AP and GP
d. Relation b/w AM, GM, and HM


a. definition, a. Route maps
b. tabular information
c. order of matrix
d. types of matrices
e. equality of matrices
f. classification based on their elements and order
g. matrices and the transpose of a matrix.
h. conditions necessary for addition, subtraction and multiplication of matrices.


a. Concept of permutations and combinations a. Distinguish b/w permutations and combinations
b. Factorial notation
c. Meanings of p’ and c.


a. Frequency distribution table
b. Graphical representation table tabular representation. Pie chart
c. mean Measures of central tendency
d. Arithmetic of ungrouped data, median
e. Mean. Median and mode for grouped data
f. Range. Quartile, deviation and mean deviation
g. Statistical measures
h. Histogram and frequency polygons
i. Collection of data
j. Calculation of mean, median, and mode for ungrouped data
k. Preparation of Bar chart and Sector graph
1. Standard deviation
m. The standard deviation of ungrouped data
n. The standard deviation of grouped data a. Coefficient of variations

7. H.C.F and L.C.M.

a. Application of H.C.F.
b. Application of H.C.F. in factorization.
e. Lowest common multiple.



a. Basic terms
b. various algebraic terms
c. operations with literal signed numbers
d. use of symbols


a. Multiplication of binomials
b. Special products
c. Squaring of trinomial
d. Expressions (a+b); (a-b);(a+b)(a-b); (a+b+c)²


a. Solving a linear equation
b. Balance scales
c. Applications of linear equations
d. Rectangular coordinate systems and graphs
e. Quadrants and convention of signs
f. graph in linear equations


a. Pure quadratic equation
b. adfected quadratic equation by factorization
c. solving quadratic equation by formula method
d. Equation is reducible to the form ax2+bx+c=0.
e. problems based on quadratic equations.
f. nature of roots of quadratic equations.
g. Relationship b/w roots and coefficient to the terms of quadratic equations.
h. to form an equation for the given roots
i. graphical method of solving a quadratic equation


a. Factorisation of trinomials.
b. Factorisation of trinomials using algebraic tiles. c. Factorisation of quadratic trinomial of the ax² + bx + c
d. Factorise expressions of the form a’ +2ab+b², a2-2ab+b²
And abusing identities.
e. Factorisation using standard identities.


a. Explain the meaning of HCF and LCM of algebraic expression.


a. Plotting of graph- simple equations.
b. How to calculate values along an axis while the values along another axis is given


  • Axioms
  • Postulates

a. Definition’s
b. Enunciations
c. Definition and properties of point, ray, and lines
d. Linear pair
c. Properties of vertically opposite angles.
f. Parallel lines, transversals
g. Properties of corresponding angles formed when transversal intersects 2 parallel straight lines.
h. Properties of lines that are parallel to the same line.


a. Converse of a theorem
b. theorems on parallel pairs of alternate angles
-pairs of interior angles


a. Definition, diagonals, and interior regions of polygons
b. Identification of polygons, Inscribing regular polygons
c. Differentiation b/w regular and irregular polygons d. inscribe regular pentagon. hexagon and octagon
e. Definition of well conditioned polygons
f. Properties of well-conditioned polygons


1. classification of triangles, exterior angles of a triangle, the sum of 3 angles Is 180′

a. Proving theorems logically with reference to angles
b. developing deductive reasoning ability
c. Riders based on theorems

a. construction of triangles
b. steps of construction
c. construction of the equilateral triangle
d. Right-angled triangle


a. meaning of congruence
b. congruency of triangles
c. postulates related to the congruency of triangles
d. S.A.S postulates
e. S.S.S postulate
f. A.S.A postulates
g. Right hypotenuse, side postulate


a. altitude of a triangle
b. construction of altitude of triangle
c. steps of construction
d. medians of triangle-steps of construction properties of centroid drawing perpendicular bisectors to the sides of triangle position of the circumcircle. To draw angular bisectors Incentre, encircle Steps of construction


1. Definition, identification. writing ten elements of a given quadrilateral properties construction of quadrilateral to given measurements calculation of area of a quadrilateral using the formula


a. Identification of different types, consecutive angles
b. Properties of each type of quadrilateral
c. Construction of parallelograms, Rhombuses, and trapezia to given measurements
d. Calculation of area of parallelograms, rhombus and trapezium using formula


a. Properties of parallelograms
b. Meaning of corollary Corollaries of theorems


a. Definition
b. Prove mid-point theorem logically
c. Converse of mid-point theorem
d. Solving problems and riders based on the mid-point theorem.


a. Identification and stбating the properties of parallelograms
b. Standing on the same base and b/w the same parallels
c. Theorems on areas of parallelograms logically
d. Solving problems and riders based on the theorems.


a. Definition b. Properties
c. Theorems
d. Construction
c. Problems and riders based on theorems on cyclic quadrilaterals,


a. definition of prism and pyramid
b. properties of prism and pyramid
c. difference b/w prism and pyramid
d. surface area of prisms and pyramids e volume of prisms and pyramids
e. volume of prisms and pyramids


a. Definition of circle, radius, circumference, diameter, chord, arc, and segment.
b. Chord property of the circle
c. Central angle and inscribed angle
d. Theorem on angle property of the circle
e. Problems and riders based on properties of circle f. To draw a chord of a given length in a circle
g. To find the distance b/w the center and chord of a circle
h. To show that equal chords of a circle are equidistant from the center.
1. Construction of a segment of a circle
j. Concentric circles
k. Congruent circles
l. Secant and tangents
m. To draw a tangent at a point on a circle
n. Relation b/w radius, point of contact, and tangent of a circle
o. To draw a tangent to a circle from an external point
p. Properties of tangents
q. To draw a direct tangent to 2 circles of different radii
r. To construct transverse common tangents to 2 circles


a. Concept of similarity
b. Similarity of triangles
C. Basic proportionally theorem
d. Corollary of basic proportionality theorem

16. RIGHT ANGLES triangle. Pythagoras theorem
b. Touching circles
C. Distance b/w the center of touching circles.
d. Properties of tangents drawn to a circle from an external point.



1.1) Natural Magnets.
1.2) Artificial Magnets,
1.3) Properties of Magnets
(a) Magnetic field -Detection of the presence eta Magnetic field.
1.4) Magnetic substances.
(a) Nonmagnetic substances.
(b) Diamagnetic Magnetic materials
(c) Paramagnetic materials (d) Ferromagnetic materials
1.5) Preparing magnets.
(a) Mechanical method
(b) Electrical method
1.6) Uses of magnets (a) Protection of magnetism-Earth’s magnetism
1.8) Electromagnetism
1.7) Magnetic lines of force around a bar magnet


2.1) Units of Electricity
(a) Electric Power- Units of Electric power
2.2) Practical Unit of electricity
2.3) Effects of electric current
(a) Magnetic effect of electric current
(b) Chemical effect of electric current (c) Heating effect of electric Current
2.4) Electric fuse
(a) Electric bulb
2.5) Sources of electricity
(a) Electric cell
(b) Dry cell
2.6) Electro-motive force


3.1) Introduction
3.2) Electromagnetic Radia on
3.3) Properties of electromagnetic waves
3.4) Electromagnetic spectrum
(a) Light
3.5) Uses of electromagnetic Radiation

(a) Light
(b) Infrared radiation Applications of infrared rays
(c) Ultraviolet radiation Applications of ultraviolet rays
(d) X-rays
(e) Gamma rays
(f) Microwaves
(g) Radio waves


4.1) Radio

  • Introduction
  • Radio communication
  • Radio transmitter
  • Radio receiver

4.2) Television


a. Motion.
b. What is motion?
c. Distance traveled, displacement
d. Speed Velocity
e. Acceleration
f. Graphic representation of motion
g. Equation of motion
h. Periodic motion
i. Simple pendulum – an application of oscillatory motion
1. Law of simple pendulum
II. Law of the pendulum
III. Law


6.1) Nature of heat
6.2) Heat & Temperature
6.3) Temperature scales
6.4) Relationship between Fahrenheit & Celsius scales of Temperature
6.5) Relationship between Celsius & Kelvin scales of Temperature
6.6) Measurement of temperature

(a) Mercury thermometer
(b) Clinical thermometer
(c) Maximum – minimum thermometer

6.7) Units of Heat

6.8) Changes of state of substances due to heat

6.9) Effects of heat


7.1) Importance of light
7.2) Refraction of light
7.3) Laws of refraction of light
7.4) Refractive index
7.5) Effects of refraction of light
7.6) Total Internal reflection
7.7) Applications of total internal reflection
7.8) Mirage-Total internal reflection in nature
7.9) Refraction in a prism – Dispersion
7.10) Dispersion of light in nature
7.11) Lenses
7.12) Refraction of light through lenses.
7.13) Thin lens as an array of prisms.
7.14) Some parameters pertaining to lenses
7.15) Rules of signs in obtaining images by lenses.
7.16) Formation of images in lenses.
7.17) Formation of images by a convex lens.
7.18) Formation of images by a concave lens.
7.19) Uses of lenses-short sightedness or Myopia. Long-sightedness or Hypermetropia.
7.20) Optical instruments
7.21) Simple microscope 7.22) Camera
7.23) Compound microscope
7.24) Telescope
7.25) Binoculars
7.26) Dispersion & Spectr


8.1) Introduction
8.2) Ultrasonic sound
8.3) Uses of Ultrasonic waves
8.4) Sonar & Ultrasonic scanner
(a) Sonar
(b) Ultrasound scanner
8.5) Doppler effect in Sound & light (a) Doppler effect in Sound (b) Doppler effect in Light
8.6) Applications of the Doppler effect


9.1) Introduction
9.2) Universal law of Gravitation
9.3) Gravity near the Earth’s surface



  • The Universe – Shape of the Earth The Axis of the Earth
  • Rotation-Revolution
  • Important lines of latitudes and Zones – Latitudes and Longitudes & Longitudes and time
  • Zonal time
  • International dateline


  • Layers of the Earth
  • Rocks and Weathering of Rocks
  • Earth Quakes & Volcanoes

(a) Primary Waves

(b) Secondary Waves

(c) Long Waves


  • Characteristics of maps
  • Types of maps – Large scale/small scale Thematic maps – Globes


  • Location and Extent
  • Northern Mountains
  • North Indian Plateau
  • The Peninsular Plato
  • Coastal Plains and Islands
  • Rivers and Lakes of India

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How to Check SSLR Karnataka Licensed Surveyor Syllabus 2023 Online?

SSLR Karnataka licensed surveyor, it’s important to know the syllabus for the upcoming exams. Fortunately, you can easily check the SSLR Karnataka licensed surveyor syllabus for 2023 online. The syllabus covers a wide range of topics including land measurement, mapping techniques, and legal aspects of surveying. It also includes practical skills such as using field instruments and software programs commonly used in surveying. By reviewing the syllabus beforehand, you can better prepare yourself for the exam and ensure that you have a solid understanding of all the necessary concepts and skills.

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