100 Examples of sentences containing the noun "bhaskara"

Definition

"Bhaskara" primarily refers to two notable figures in history: Bhaskara I, an ancient Indian mathematician and astronomer known for his work on the sine function, and Bhaskara II (also known as Bhaskara Acharya), a 12th-century mathematician and astronomer celebrated for his contributions to calculus and algebra. The term can also refer to the astronomical calculations attributed to these figures.

Synonyms

• Mathematician
• Astronomer
• Scholar
• Theorist
• Scientist

Antonyms

• Ignoramus
• Amateur
• Novice
• Dilettante
• Unscholarly

Examples

1. In ancient texts, Bhaskara explained the concepts of trigonometry.
2. Historians often study how Bhaskara influenced modern mathematics.
3. The theories developed by Bhaskara are still relevant today.
4. Many students learn about Bhaskara in their mathematics courses.
5. Bhaskara contributed significantly to the understanding of calculus.
6. You can find references to Bhaskara in various mathematical journals.
7. The sine function was refined by Bhaskara during his studies.
8. Scholars often debate the methods used by Bhaskara.
9. Bhaskara's work paved the way for future mathematicians.
10. In his writings, Bhaskara emphasized the importance of zero.
11. Researchers often cite Bhaskara in their academic papers.
12. Bhaskara's contributions were recognized long before the Renaissance.
13. Students often feel inspired by Bhaskara's innovative ideas.
14. Bhaskara developed techniques that were centuries ahead of his time.
15. The influence of Bhaskara can be seen in various branches of science.
16. Many universities offer courses on Bhaskara and his theories.
17. Bhaskara's calculations were remarkably precise for his era.
18. The writings of Bhaskara have been translated into many languages.
19. To understand calculus better, one must study Bhaskara.
20. Bhaskara's work continues to inspire mathematicians around the world.
21. Bhaskara introduced concepts that are foundational in mathematics.
22. The legacy of Bhaskara is celebrated in many educational institutions.
23. Bhaskara's equations are often solved in advanced math classes.
24. Understanding Bhaskara's methods can enhance one's problem-solving skills.
25. Bhaskara was known for his ability to simplify complex ideas.
26. The principles outlined by Bhaskara are essential for modern astronomy.
27. Bhaskara demonstrated the application of mathematics in everyday life.
28. Students are often amazed by the discoveries made by Bhaskara.
29. Bhaskara faced many challenges in his pursuit of knowledge.
30. The works of Bhaskara are a testament to human ingenuity.
31. Many people are unaware of how much Bhaskara contributed to science.
32. Bhaskara's influence extends beyond mathematics into philosophy.
33. The accuracy of Bhaskara's astronomical calculations was remarkable.
34. Bhaskara's theories are often discussed in academic circles.
35. Historians regard Bhaskara as a pivotal figure in mathematics.
36. Bhaskara's insights into mathematical patterns were groundbreaking.
37. The impact of Bhaskara can be seen in contemporary scientific research.
38. Bhaskara utilized innovative methods that shocked his contemporaries.
39. The findings of Bhaskara are essential for understanding numerical systems.
40. Bhaskara was a pioneer in the field of mathematics.
41. The elegance of Bhaskara's proofs is admired by mathematicians.
42. Many papers reference Bhaskara when discussing historical mathematics.
43. Bhaskara was instrumental in the development of algebra.
44. The name Bhaskara is synonymous with mathematical brilliance.
45. Bhaskara approached mathematical problems with creativity.
46. The contributions of Bhaskara are celebrated annually in conferences.
47. Bhaskara's theories often challenge modern assumptions in mathematics.
48. Educators emphasize the relevance of Bhaskara's work in their curriculum.
49. The work of Bhaskara continues to be relevant in technological advancements.
50. Bhaskara's legacy is one of innovation and excellence.
51. Many cultures recognize the significance of Bhaskara's findings.
52. Bhaskara's ideas were often met with skepticism in his time.
53. The achievements of Bhaskara are taught in schools around the world.
54. Bhaskara's methodologies served as a foundation for future research.
55. The brilliance of Bhaskara is often acknowledged by mathematicians today.
56. Bhaskara's perspectives on mathematics were unique and insightful.
57. The teachings of Bhaskara are still applicable in modern education.
58. Bhaskara influenced many other scholars in his field.
59. The depth of understanding shown by Bhaskara is still admired.
60. Bhaskara made significant advancements in mathematical notation.
61. The achievements of Bhaskara have stood the test of time.
62. Many students aspire to emulate the work of Bhaskara.
63. Bhaskara advocated for the importance of mathematical proofs.
64. The discoveries of Bhaskara are often included in math competitions.
65. Bhaskara's approaches to geometry were revolutionary.
66. The work of Bhaskara is integral to the history of mathematics.
67. Many mathematicians draw inspiration from Bhaskara.
68. Bhaskara articulated ideas that were previously unconsidered.
69. The influence of Bhaskara can be seen in various scientific disciplines.
70. Bhaskara's contributions enrich the study of mathematics.
71. The clarity of Bhaskara's explanations is appreciated by learners.
72. Bhaskara's calculations were often more accurate than those of his peers.
73. The theories proposed by Bhaskara are foundational in mathematics.
74. Bhaskara's work transcended cultural boundaries.
75. Many modern equations can be traced back to Bhaskara's insights.
76. Bhaskara's legacy continues to inspire future generations.
77. The principles of Bhaskara are explored in advanced mathematics courses.
78. Bhaskara was a true innovator in his field.
79. The methods developed by Bhaskara are still studied today.
80. Bhaskara's equations form the basis of many mathematical theories.
81. The brilliance of Bhaskara is recognized by mathematicians worldwide.
82. Many breakthroughs in mathematics can be attributed to Bhaskara.
83. Bhaskara's teachings emphasize critical thinking in mathematics.
84. The discoveries made by Bhaskara have shaped modern science.
85. Bhaskara's contributions helped bridge cultural gaps in knowledge.
86. The significance of Bhaskara is noted in historical texts.
87. Many students appreciate learning about Bhaskara and his work.
88. Bhaskara's ideas are often referenced in mathematical discussions.
89. The innovations introduced by Bhaskara are essential for educators.
90. Bhaskara's influence can be felt in mathematics today.
91. Many documentaries explore the life of Bhaskara.
92. Bhaskara was ahead of his time in many ways.
93. The concepts introduced by Bhaskara are still relevant in technology.
94. Bhaskara's methods are a source of inspiration for many.
95. The equations derived from Bhaskara are fundamental in calculus.
96. Bhaskara's impact on mathematics is undeniable.
97. The teachings of Bhaskara provide a solid foundation for learners.
98. Many mathematicians strive to understand the works of Bhaskara.
99. Bhaskara's contributions are an integral part of mathematical history.
100. The legacy of Bhaskara inspires countless scholars every year.