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10 Lines on Aryabhatta for Students and Children in English

10 Lines on Aryabhatta

10 Lines on Aryabhatta: The word Aryabhatta means ‘zero’ and is an instant thought that hits our minds, but most of us don’t know that Aryabhatta was the person who discovered and invented a lot of other things apart from developing zero. Aryabhatta was the brilliant mind of the time and is a real success story of India on how dedication, determination, and hard work can make you a great person.

Aryabhatta is a testimony of intelligence and advanced thinking in the Indian society who discovered the theory propounded by Copernicus thousands of years ago. Aryabhatta was a significant influence on many youngsters as he excelled in academics from a very early age. His immense contributions to society through his works and theories are still remembered and honoured till date. Below, there are three sets of 10 Lines on Aryabhatta, which will be handy and practical for students looking to write essays or assignments on Famous Personalities.

Enhance your vocabulary and writing skills with 10 Lines Essays available. Spark up the creativity in you and access various Topics on 10 Lines all in one place.

Set 1 – 10 Lines on Aryabhatta for kids

The following ten lines are considerate for students belonging to the classes one, two, three, four, and five.

  1. Aryabhatta was the first Indian Astronomer, Mathematician, and Physicist who created innovative and groundbreaking inventions and theories.
  2. Aryabhatta was born in a small place called Aryabhata in Bihar during the Gupta dynasty dated around 13 April 476 CE.
  3. It was discovered that Aryabhatta had set up an observatory at the Sun temple in Taregna district of Bihar for his astronomical observatory works.
  4. Aryabhatta contributed significantly to mathematics for discovering various trigonometric functions that are useful in the modern era.
  5. He is said to be the man who invented “zero”, a discovery that helped the world solve many of its issues.
  6. Aryabhata presented the five laws of mathematics in a poem to explain the rotation of the Earth on its axis.
  7. Aryabhatta wrote three books on astronomy and only one book called the Aryabhata is in existence and is available today.
  8. The three books written by Aryabhatta are called Das Jeetika, Aryabhatiyam, and Tantra.
  9. Aryabhatta’s inventions and formulas at that point of time crossed India’s borders and were celebrated worldwide.
  10. Today, the scientific community is forever grateful for the innovations and formulas of Aryabhatta, which have led to science and the world’s progress.

Set 2 – 10 Lines on Aryabhatta for School Children

The following ten lines are considered for students belonging to classes six, seven, and eight.

  1. Aryabhatta is known as the great mathematician-astronomer from the classical period of Indian Astronomy and Indian Mathematics.
  2. Most of Aryabhatta’s initial inventions received ridicule reactions and were all rejected by religious elders and people back then.
  3. Aryabhatta’s works in Mathematics include arithmetic, spherical trigonometry, algebra, and plane trigonometry along with other sections such as continued fraction, sums-of-power series, quadratic equations, and sine tables.
  4. Aryabhatta proposed the geocentric model of the solar system which states that the Earth is the centre of the universe and the sun, the moon, and the planets revolve around it.
  5. Aryabhatta worked out the value of the mathematical constant pi (approximately 3.14) used today by several scientists and mathematicians worldwide.
  6. Aryabhatta was the Indian astronomer who discovered the entire solar system model and put forth the concept of revolution and rotation of planets.
  7. The book Aryabhatia consists of details on the Aryabhatta’s lost works such as the Solar System’s motion, Sidereal Rotation periods and Heliocentrism, and details of Eclipses.
  8. The life of Aryabhatta is often taught to children worldwide because his life story is filled with inspirations and struggles, where most of his scientific discoveries were frowned upon by the religious leaders.
  9. Aryabhatta passed away in 550 CE at the age of 74. However, the exact location of his last period of life and whereabouts remain unknown to the world.
  10. Aryabhatta is an inspiring personality as he stood up against the entire society of blind belief and established his scientific theories during the period of strict social norms.

Set 3 – 10 Lines on Aryabhatta for Higher Class Students

The following ten lines are considerate for students belonging to the classes nine, ten, eleven, twelfth, and students applying for Competitive Exams.

  1. Aryabhatta was born in 476 CE in Patliputra in Magadha, (modern Patna) in Bihar and his exact birthplace remains unknown and is often debated.
  2. Aryabhatta implemented multiple cultures and idiosyncrasies from the Hindu scriptures to discover several theories and formulas in Mathematics, one of which was calculating the area of a triangle and the volume of a sphere.
  3. He broke all the religious stereotypes and social stigma during that time. He rose above all the difficulties to become the first mathematician and scientist of India with the discovery of multiple theories on modern science and mathematics.
  4. Aryabhatta discovered the formulas for the volume of the sphere and the area of a triangle that became the source of origin for various inventions and discoveries in engineering today.
  5. He was the first to find that the sidereal year is 365 days, with six hours, 12 minutes, and 30 seconds working module which varies with three minutes and 20 seconds over the modern-day value.
  6. Aryabhatta wrote multiple books. His mathematical books deal with various theories about algebra, trigonometry, quadratic equations, arithmetic, and many more that have a great value and are being used even today.
  7. Aryabhata also explained the solar and lunar eclipses in his book and a proposal that describes the appearance of the moon due to the reflection of the sunlight.
  8. He also elucidates in his book about the lunar eclipse and the solar eclipse. He hypothesizes that the eclipses take place by the shadow-casting of the Earth and the moon.
  9. The book Aryabhatiya comprises the description of multiple astronomical instruments invented by Aryabhatta like the gnomon, a cylindrical stick, shadow instrument, two types of water clocks- bow-shaped and cylindrical, possibly angle-measuring devices, umbrella-shaped device, and semicircular and circular devices.
  10. Aryabhatta’s discoveries and inventions led to various other theories in the fields from physics to medicine to engineering.

Frequently Asked Questions on Aryabhatta

Question 1.
Where and when was Aryabhatta born?

Answer:
Aryabhatta was born in 476 CE in Patliputra in Magadha, (modern Patna) in Bihar and his exact birthplace remains unknown and is often debated.

Question 2.
What are a few contributions of Aryabhatta in the field of Science, Mathematics, and Engineering?

Answer:
Aryabhatta proposed the geocentric model of the solar system which states that the Earth is the centre of the universe and the sun, the moon, and the planets revolve around it. He also worked out the value of the mathematical constant pi (approximately 3.14) and discovered the entire model of the solar system. He put forth the concept of revolution and rotation of planets.

Question 3.
What was Aryabhatta’s theory on the eclipse?

Answer:
Aryabhata explained about the solar and lunar eclipses in his book and a proposal that describes the moon’s appearance due to the reflection of the sunlight. He also elucidates the lunar eclipse and the solar eclipse and hypothesizes that the eclipses occur by the shadow-casting of the Earth and the moon.

Question 4.
What information does the well-known book Aryabhatiya consist of?

Answer:
The book Aryabhatiya consists of the description of multiple astronomical instruments invented by Aryabhatta like the gnomon, a cylindrical stick, shadow instrument, two types of water clocks- bow-shaped and cylindrical, possibly angle-measuring devices, umbrella-shaped device, and semicircular and circular devices.

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