Class 11 is one of the crucial stages of schooling. Giving Maths Olympiad Class 11 gives the students a lift to prepare for their board exams in their next standard. This Math Olympiad questions for class 11 caters to all boards, i.e., CBSE Boards, ICSE Boards, and other International boards. It requires much more dedication to clear up the Maths Olympiad exam.

Students can study from IMO previous year papers for class 11 that contain logical reasoning sections and help the students think out of the box. The students will get to know about the exam question pattern by studying through IMO previous year papers for class 11.

Benefits of Math Olympiad Questions for Class 11

- Maths Olympiad challenges the students to boost up their thinking and reasoning ability.
- Gives the students an opportunity to compete at the National or International level.
- Help the students to solve tricky questions without any hassle.

The students can practice questions from the sample paper and check out their accuracy in solving the problems. Also, you can download the sample questions PDF right through this site. Overall, the student will better understand the subject as these papers are specially designed by subject matter experts.

Syllabus for Math Olympiad Exams

These are the chapters covered in most of the Math Olympiad Exams.

In math, **number systems** are the means by which numbers are expressed mathematically with the help of a specific set of digits. There are basically four types of number systems.

Polynomial expressions contain indeterminants and coefficients and can consist of additions, subtractions, multiplications, and other non-negative integer exponentiations of variables.

Example: x2 + y2 = 2.

Read More Download WorksheetsA coordinate system is also known as coordinate geometry; it is used to determine the position of several points or other geometric elements on a given space using a set of numbers.

Read More Download WorksheetsLinear equations in two variables are written in the ax + by + c = 0, where the coefficients a, b, and c would be for variables x and y, respectively.

This equation is ax + b + c = 0, where the coefficients are real numbers a, b, c. Solving an equation means finding the solutions. There can be infinitely many solutions to an equation with two variables.

Read More Download WorksheetsIt concerns the possibility of resuming a set of infinitely appealing axioms to obtain many more propositions from them.

Based on axioms and theorems introduced by Greek mathematician Euclid, this can be described as the study of solid figures.

Read More Download WorksheetsIn mathematics, a straight line is defined as a line followed by a point travelling in a constant direction with no curvature. Straight lines connect two points shortest distance.

Lines can be divided into many types, such as horizontal, perpendicular, vertical, and parallel.

Read More Download WorksheetsTriangles can be defined as a plane figure which has three straight sides and also three angles made by the intersection of these three sides.

Elements of a triangle include the vertices, sides and the angles of a triangle.

Read More Download WorksheetsQuadrilaterals can be defined as four-sided polygons which consist of four angles Within themselves.

Quadrilaterals can be of several types depending upon the specificity of these sides, angles, and diagonally.

Read More Download WorksheetsA triangle is a two-dimensional figure consisting of three lines and corners.

The circle is a location of a point that progresses at a regular distance from a fixed point. These fixed points are called the centre of the circle and this regular distance is called a Radius. If we consider r as the radius of the circle the diameter becomes d=2r.

Diameter is the maximal distance between any of the two points given in a particular circle.

Read More Download WorksheetsIn geometry, construction refers to drawing angles, shapes, or lines correctly.

The geometrical figures are drawn using a compass and ruler. Compass is used to draw an arc or a circle while rulers are used to draw line segments and calculate the length.

Read More Download WorksheetsA Greek mathematician 'Hero' of Alexandria discovered Heron's formula also called (Hero's formula) around 2000 years ago.

If you want to calculate the area of a triangle firstly you need to know the lengths of all three boundaries, then onwards you can calculate the area using the heron's formula.

Read More Download WorksheetsAny three-dimensional geometric shape's surface area and volume can be computed. The area or region occupied by the object's surface is its surface area. The quantity of space accessible in an object is referred to as volume.

Read More Download WorksheetsStatistics is a discipline of applied mathematics concerned with gathering, organizing, and interpreting data. It's akin to studying the likelihood of occurrences occurring based on data gathering or known quantities of data.

Read More Download WorksheetsProbability is a numerical measure of the degree of uncertainty in various situations. It can have a positive value ranging from 0 to 1.

The words 'probably,' 'doubt, "most probably,' 'chances,' and so on all have ambiguous meanings.

Read More Download WorksheetsFree Sample Questions for

A. A number's distance from zero on the number line.

B. An inequality in two variables whose graph is a region of the half plane.

C. A set of two or more equations that use the same variables.

D. Systems that have the same solutions.

A. log_13 3 = 2197

B. log_2197 3 = 13

C. log_13 2197 = 3

D. log_2197 13 = 3

A. f(x) = 2^x

B. f(x) = 8(0.9)^x

C. f(x) = 6x^2

D. f(x) = 0.9 * x

A. log_x4=2

B. log_4x=2

C. log_x2=4

D. log_4 2=x

A. 6.7 xx 10^{-3}

B. 5.1 xx 10^{-7}

C. 6.4 xx 10^{-11}

D. 6.1 xx 10^{-11}

A. H

B. D

C. B

D. Its conjugate is not represented by any given value on this graph.

A. 90

B. 125

C. 65

D. 275

A. (-oo, 1) U (1, 2) U (2, oo)

B. (oo) U (oo)

C. (-oo, 1) U (2, oo)

D. (-oo, 1) U [1, 2] U (2, oo)

A. 1/(x+7), \ x!=-6

B. 1/(x+6), \ x!= 7

C. x+7, \ x!= -6, 7

D. x+6, \ x!= -6, 7

A. f^{-1}(x) = (x+1)/3

B. f^{-1}(x) = (x+3)/x

C. f^{-1}(x) = 3/(x+1)

D. f^{-1}(x) = 4/x