
When was Bhaskaracharya born?
A. 476 A.D.
B. 1114 A.D.
C. 598 A.D.
D. 770 A.D.
Answer
587.4k+ views
Hint: The great mathematician Bhaskaracharya was also known as Bhaskara II. As there was an Indian mathematician and astronomer named as Bhaskara I. Bhaskaracharya contributed to the mathematical and astronomical world in the 12th century.
Complete step-by-step answer:
As we all know about the great contribution of Bhaskaracharya in mathematics was in the 12th century . This simply means that Bhaskaracharya must borned in or before the 12th century.
He has a main interest in mathematical topics such as Algebra, Calculus, Arithmetic, Trigonometry etc.
He has been called the greatest mathematician of medieval India. He named some of his work as ‘Siddhanta – Siromani’ which consists of four main parts such as arithmetic, algebra, mathematics of planets and spheres.
The great mathematician Bhaskaracharya was born in a brahmani of Mahesvara in 1114 A.D. at Vijayapura, India. He died at the age of 71 in 1185 A.D. at Ujjain, INDIA. At the time of death Bhaskaracharya was in Ujjain as head of an astronomical observatory which was a leading mathematical centre in India at that time.
He understands negative numbers and zero and that is why he had given the formula of \[{x^2}\]as \[\sqrt {a \pm \sqrt b } = \sqrt {\dfrac{{a + \sqrt {{a^2}} - b}}{2}} \pm \sqrt {\dfrac{{a - \sqrt {{a^2} - b} }}{2}} \]. He had many such great works in mathematics which is now used in studies of students and mathematicians and will go on in use in future too.
Hence B is the correct option.
Note:- A.D. is known as Anno Domini which is used to label or number years. The era is based on traditionally reckoned year of conception so the A.D. in the birth year of Bhaskaracharya ( i.e. 1114 A.D. ) is just a way of labelling the year.
Complete step-by-step answer:
As we all know about the great contribution of Bhaskaracharya in mathematics was in the 12th century . This simply means that Bhaskaracharya must borned in or before the 12th century.
He has a main interest in mathematical topics such as Algebra, Calculus, Arithmetic, Trigonometry etc.
He has been called the greatest mathematician of medieval India. He named some of his work as ‘Siddhanta – Siromani’ which consists of four main parts such as arithmetic, algebra, mathematics of planets and spheres.
The great mathematician Bhaskaracharya was born in a brahmani of Mahesvara in 1114 A.D. at Vijayapura, India. He died at the age of 71 in 1185 A.D. at Ujjain, INDIA. At the time of death Bhaskaracharya was in Ujjain as head of an astronomical observatory which was a leading mathematical centre in India at that time.
He understands negative numbers and zero and that is why he had given the formula of \[{x^2}\]as \[\sqrt {a \pm \sqrt b } = \sqrt {\dfrac{{a + \sqrt {{a^2}} - b}}{2}} \pm \sqrt {\dfrac{{a - \sqrt {{a^2} - b} }}{2}} \]. He had many such great works in mathematics which is now used in studies of students and mathematicians and will go on in use in future too.
Hence B is the correct option.
Note:- A.D. is known as Anno Domini which is used to label or number years. The era is based on traditionally reckoned year of conception so the A.D. in the birth year of Bhaskaracharya ( i.e. 1114 A.D. ) is just a way of labelling the year.
Recently Updated Pages
Master Class 8 Social Science: Engaging Questions & Answers for Success

Master Class 8 Maths: Engaging Questions & Answers for Success

Master Class 8 Science: Engaging Questions & Answers for Success

Class 8 Question and Answer - Your Ultimate Solutions Guide

Master Class 8 English: Engaging Questions & Answers for Success

Master Class 11 Economics: Engaging Questions & Answers for Success

Trending doubts
What is BLO What is the full form of BLO class 8 social science CBSE

Citizens of India can vote at the age of A 18 years class 8 social science CBSE

Full form of STD, ISD and PCO

Right to vote is a AFundamental Right BFundamental class 8 social science CBSE

Summary of the poem Where the Mind is Without Fear class 8 english CBSE

What are gulf countries and why they are called Gulf class 8 social science CBSE

