**The biography of Al-Khwārizmī.**He is known as one of the most famous Muslim scientists. Al Khwārizmī became known as an expert in mathematics, astronomy and geography. He is best known in the field of algebra and the invention of the zero.

**Al Khwārizmī Bio**

The biography of Al Khwārizmī Muḥammad bin Mūsā

Name: al-Khwārizmī

Known For: Al Khwārizmī

Born: Uzbekistan, Khwarezm, 780 CE.

Died: Baghdad, Iraq, 850 ad.

Origin: Persia, Iran

Contribution: zero, algebra, geometry

### The Biography Of Al Khwārizmī

Al-Khwārizmī 's real name is Musa bin Muhammad al-Khwārizmī. In addition, he was recognized as Abu Abdullah Muhammad bin Ahmad bin Yusoff.Al-Khwārizmī, known in the West as al-Khwārizmī, al-Cowarizmi, al-Ahawizmi, al-Karismi, al-Gorithmi, al-Gorismi and a few other ways of spelling. He is best known as the inventor of algebra and also number zero. No wonder the West called him Father or father Algebra Algebra

Al Khwārizmī, born in Bukhara. The year 780-850 Ce is an era of noble al-Khwārizmī. Al-Khwarizmi died between 220 and 230 ad. Some say al-Khwārizmī, who lived around the beginning of the mid-9th century.

Other sources state that he lived in Khawarism, Uzbekistan in 194 Hijri/780 A.d. and died in Hijri/266 850 Ad in Baghdad.

In education has proven that al-Khwārizmī was an Islam that is well-rounded. Knowledge and expertise not only in the field of Sharia but on philosophy, logic, arithmetic, geometry, music, arithmetic, Islamic history and chemistry.

Al Khwārizmī has created the use of Secans and Tangent trigonometric and astronomical in the investigation. At a youthful age, he worked under Caliph al-Ma'mun, working at the Bayt al-Hikmah in Baghdad.

He worked at the Observatory, where he studied mathematics and astronomy. Al-Khwārizmī also believed to be leading the Library of the Caliph. He introduces figures India and India calculation to the Islamic world.

### Discovering algebra.

Al Khwārizmī is also the author of an encyclopedia in a variety of disciplines. Al-Khwārizmī was first introduced algebra and arithmetic. More science he studied in mathematics and produced so popular mathematical concepts that are still used today.

Many other concepts in mathematics have been introduced al-Khwārizmī. Astronomy also makes al-Khwārizmī. Astronomy can be interpreted as the science of Mu'awwadzatain [knowledge of the stars which involves the study of the position, movement, and related thoughts and interpretations.

Al-Khwārizmī 's personality has been recognized by Muslims and the Western world. It can be proven that g. Sarton says that the highest achievement "the has been acquired by Eastern people ... " in this case Al-Khwārizmī.

Other characters, Wiedmann said ... "al-Khwārizmī, has a strong personality and a man who dedicated his life to the world science ".

### The role of Al Khwārizmī in mathematics.

Some branches of science in mathematics was introduced by al-Khwārizmī, such as geometry, algebra, arithmetic, and others. The second is the branch of geometry in mathematics.

The contents of the content discussed in this second branch are the origin of Euclidean geometry and reference al-Ustugusat [The Elements]: geometry in terms of the language comes from the word Greece ' geo ' which means Earth and ' metric ' means of measurement.

In terms of science, geometry is the study of things related to the magnitude and nature of the space. This geometry is studied since the time of the Pharaohs.

Then Thales Miletus introduced geometry from Egypt to Greece as the science of the 6th century BC, in addition to Islamic scholars have perfected rules of science education, especially in the 9th century AD.

Algebra is a pulse of mathematics. Al-Khwārizmī, the work has been translated by Gerhard Gremano and Robert Chaster into European languages of the 12th century.

Before this, there ware no algebraic terms, before the appearance of a paper entitled ' Reckoning Jibra al wa al-Muqabalah by al-Khwārizmī in 820 ad. Al-Khwārizmī knew dead in Iraq Baghdad area in 850 ad.

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### Al Khawarizmi's work

- Al-Jabr and Muqabalah: he has created the use of secans and tangents in a trigonometric and astronomical investigation.
- Reckoning wa al-Jabr al-Muqabalah: he has proposed an example math problem and raises the issue of 800, most of which are issues raised by Neo. Babylian in the form of allegations that have been demonstrated by al-Khwārizmī.