WorksheetsINDIAN MATHEMATICS & MATHEMATICIANS
Total questions: 12
Worksheet time: 6mins
Name
Class
Date
1.
Complete Name
4 lines
2.
Student Number
4 lines
3.
What is the earliest known period in India when mathematical operations such as addition, subtraction, multiplication, fractions, squares, cubes, and roots were documented?
a)
5th Century CE
b)
3rd Century CE
c)
8th Century BCE
d)
2nd Millennium BCE
4.
Which Indian mathematician is credited with explaining the operation of division by zero and representing it as 1 ÷ 0 = ∞?
a)
Aryabhata
b)
Brahmagupta
c)
Bhaskara II
d)
Madhava of Sangamagrama
5.
What concept did Brahmagupta establish for the first time in mathematics, allowing zero to be used as a number in calculations?
a)
Negative numbers
b)
Zero as a placeholder
c)
Zero as a concept
d)
Decimal notation
6.
What is the value of π (pi) estimated by Aryabhata, correct to four decimal places?
a)
3.1415
b)
3.1416
c)
3.142
d)
3.14
7.
Which ancient Indian text contains the roots of modern trigonometry, including the first use of sines, cosines, inverse sines, tangents, and secants?
a)
Sulba Sutras
b)
Surya Siddhanta
c)
Bhaskara's Treatise on Trigonometry
d)
Aryabhatiya
8.
Which Indian mathematician provided categorical definitions of sine, cosine, versine, and inverse sine, along with complete sine and versine tables?
a)
Aryabhata
b)
Bhaskara II
c)
Madhava of Sangamagrama
d)
Brahmagupta
9.
What type of numbers did Jain mathematicians recognize, including "infinite in one direction" and "infinite everywhere"?
a)
Countable and uncountable
b)
Prime and composite
c)
Rational and irrational
d)
Real and imaginary
10.
What is the earliest known usage of a circle character as the number zero?
a)
9th Century CE
b)
7th Century CE
c)
5th Century BCE
d)
3rd Century BCE
11.
Which ancient Indian mathematician was responsible for developing infinite series approximations for trigonometric functions, including π?
a)
Aryabhata
b)
Bhaskara II
c)
Madhava of Sangamagrama
d)
Brahmagupta
12.
Which ancient Indian mathematical text listed Pythagorean triples and provided a simplified Pythagorean theorem long before Pythagoras?
a)
Bhaskara's Treatise on Geometry
b)
Sulba Sutras
c)
Aryabhatiya
d)
Surya Siddhanta
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