# Muslim Mathematicians – Omar Khayyam MCQs with Answer

The following are **Muslim Mathematicians – Omar Khayyam MCQs **with answers related to Islamic Studies. We have arranged the most important and repeated MCQs in all the competitive examinations. The students can clear their concepts for **Muslim Mathematicians – Omar Khayyam MCQs**** **online quiz by attempting these.

**Muslim Mathematicians – Omar Khayyam Online MCQs with Answers**

Omar Khayyam is best known for his contributions to which branch of mathematics?

A) Algebra

B) Geometry

C) Trigonometry

D) Calculus

Omar Khayyam’s most famous work, “Rubaiyat,” is a collection of:

A) Mathematical equations

B) Poetry quatrains

C) Geometric theorems

D) Philosophical treatises

In addition to his mathematical contributions, Omar Khayyam was also a scholar in which field?

A) Astronomy

B) Medicine

C) Philosophy

D) Chemistry

Omar Khayyam’s work on cubic equations laid the foundation for:

A) Algebraic geometry

B) Number theory

C) Trigonometry

D) Calculus

What is the name of the mathematical treatise written by Omar Khayyam that focused on the classification and solution of cubic equations?

A) “The Elements”

B) “Al-Kitab al-Mukhtasar”

C) “Theology and Metaphysics”

D) “On the Division of Triangles”

Omar Khayyam’s contributions to algebra included solving equations with the help of:

A) Geometric constructions

B) Complex numbers

C) Trigonometric functions

D) The Pythagorean theorem

Which of the following mathematical concepts did Omar Khayyam not contribute to?

A) Conic sections

B) Algebra

C) Number theory

D) Calculus

Omar Khayyam is often associated with the study of:

A) Plane geometry

B) Spherical trigonometry

C) Analytic geometry

D) Non-Euclidean geometry

What is the term for the graphical representation of a cubic equation, which Omar Khayyam used to find its roots?

A) Parabola

B) Hyperbola

C) Ellipse

D) Conic section

Omar Khayyam’s contributions to mathematics greatly influenced the later development of which branch of mathematics?

A) Number theory

B) Calculus

C) Algebraic geometry

D) Trigonometry

Omar Khayyam is best known for his contributions to which branch of mathematics?

A) Algebra

B) Geometry

C) Trigonometry

D) Calculus

Omar Khayyam’s most famous work, “Rubaiyat,” is a collection of:

A) Mathematical equations

B) Poetry quatrains

C) Geometric theorems

D) Philosophical treatises

In addition to his mathematical contributions, Omar Khayyam was also a scholar in which field?

A) Astronomy

B) Medicine

C) Philosophy

D) Chemistry

Omar Khayyam’s work on cubic equations laid the foundation for:

A) Algebraic geometry

B) Number theory

C) Trigonometry

D) Calculus

What is the name of the mathematical treatise written by Omar Khayyam that focused on the classification and solution of cubic equations?

A) “The Elements”

B) “Al-Kitab al-Mukhtasar”

C) “Theology and Metaphysics”

D) “On the Division of Triangles”

Omar Khayyam’s contributions to algebra included solving equations with the help of:

A) Geometric constructions

B) Complex numbers

C) Trigonometric functions

D) The Pythagorean theorem

Which of the following mathematical concepts did Omar Khayyam not contribute to?

A) Conic sections

B) Algebra

C) Number theory

D) Calculus

Omar Khayyam is often associated with the study of:

A) Plane geometry

B) Spherical trigonometry

C) Analytic geometry

D) Non-Euclidean geometry

What is the term for the graphical representation of a cubic equation, which Omar Khayyam used to find its roots?

A) Parabola

B) Hyperbola

C) Ellipse

D) Conic section

Omar Khayyam’s contributions to mathematics greatly influenced the later development of which branch of mathematics?

A) Number theory

B) Calculus

C) Algebraic geometry

D) Trigonometry

Omar Khayyam is best known for his contributions to which branch of mathematics?

A) Algebra

B) Geometry

C) Trigonometry

D) Calculus

Omar Khayyam’s most famous work, “Rubaiyat,” is a collection of:

A) Mathematical equations

B) Poetry quatrains

C) Geometric theorems

D) Philosophical treatises

In addition to his mathematical contributions, Omar Khayyam was also a scholar in which field?

A) Astronomy

B) Medicine

C) Philosophy

D) Chemistry

Omar Khayyam’s work on cubic equations laid the foundation for:

A) Algebraic geometry

B) Number theory

C) Trigonometry

D) Calculus

What is the name of the mathematical treatise written by Omar Khayyam that focused on the classification and solution of cubic equations?

A) “The Elements”

B) “Al-Kitab al-Mukhtasar”

C) “Theology and Metaphysics”

D) “On the Division of Triangles”

Omar Khayyam’s contributions to algebra included solving equations with the help of:

A) Geometric constructions

B) Complex numbers

C) Trigonometric functions

D) The Pythagorean theorem

Which of the following mathematical concepts did Omar Khayyam not contribute to?

A) Conic sections

B) Algebra

C) Number theory

D) Calculus

Omar Khayyam is often associated with the study of:

A) Plane geometry

B) Spherical trigonometry

C) Analytic geometry

D) Non-Euclidean geometry

What is the term for the graphical representation of a cubic equation, which Omar Khayyam used to find its roots?

A) Parabola

B) Hyperbola

C) Ellipse

D) Conic section

Omar Khayyam’s contributions to mathematics greatly influenced the later development of which branch of mathematics?

A) Number theory

B) Calculus

C) Algebraic geometry

D) Trigonometry

A) Algebra

B) Geometry

C) Trigonometry

D) Calculus

A) Mathematical equations

B) Poetry quatrains

C) Geometric theorems

D) Philosophical treatises

A) Astronomy

B) Medicine

C) Philosophy

D) Chemistry

A) Algebraic geometry

B) Number theory

C) Trigonometry

D) Calculus

A) “The Elements”

B) “Al-Kitab al-Mukhtasar”

C) “Theology and Metaphysics”

D) “On the Division of Triangles”

A) Geometric constructions

B) Complex numbers

C) Trigonometric functions

D) The Pythagorean theorem

A) Conic sections

B) Algebra

C) Number theory

D) Calculus

A) Plane geometry

B) Spherical trigonometry

C) Analytic geometry

D) Non-Euclidean geometry

A) Parabola

B) Hyperbola

C) Ellipse

D) Conic section

A) Number theory

B) Calculus

C) Algebraic geometry

D) Trigonometry

A) Algebra

B) Geometry

C) Trigonometry

D) Calculus

A) Mathematical equations

B) Poetry quatrains

C) Geometric theorems

D) Philosophical treatises

A) Astronomy

B) Medicine

C) Philosophy

D) Chemistry

A) Algebraic geometry

B) Number theory

C) Trigonometry

D) Calculus

A) “The Elements”

B) “Al-Kitab al-Mukhtasar”

C) “Theology and Metaphysics”

D) “On the Division of Triangles”

A) Geometric constructions

B) Complex numbers

C) Trigonometric functions

D) The Pythagorean theorem

A) Conic sections

B) Algebra

C) Number theory

D) Calculus

A) Plane geometry

B) Spherical trigonometry

C) Analytic geometry

D) Non-Euclidean geometry

A) Parabola

B) Hyperbola

C) Ellipse

D) Conic section

A) Number theory

B) Calculus

C) Algebraic geometry

D) Trigonometry