Examples of 'alhazen' in a sentence
Meaning of "alhazen"
forming a mound or heap using sticks and earth; often done by ants
How to use "alhazen" in a sentence
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alhazen
Alhazen played a role in the development of optics.
He also continued the optical studies of Alhazen.
Alhazen would roll over in his grave.
This result was also known to Alhazen.
Alhazen was familiar with the work.
This work was later known to Arab mathematicians such as Alhazen.
Alhazen must have been aware of.
Known in the west as Alhazen.
Alhazen built what was likely the first camera obscura.
A low ridge joins the south rim of Alhazen with the nearby Hansen.
Alhazen eventually solved the problem using conic sections and a geometric proof.
Then Johannes Kepler will study optics and in particular the works of Alhazen.
Alhazen would roll over in his grave I am here to find Abdallah.
The crater Alhazen on the Moon.
It was first described by the Arabic scientist Ibn Alhazen.
See also
Alhazen in his Book of Optics.
To the northeast of Condorcet are the craters Hansen and Alhazen.
Lunes of Alhazen.
Alhazen played a significant role in the development of optics, experimental physics, and theoretical physics.
Also known as Alhazen.
Alhazen was a Muslim ; it is not certain to which school of Islam he belonged.
Consciousness was not always in control, Alhazen concluded.
In his work, Alhazen discussed theories on the motion of a body.
If he knew you were improving his invention, Alhazen would roll over in his grave.
Alhazen solved problems involving congruences using what is now called Wilson 's theorem.
This idea was knocked on the head by the 11th century scientist, Alhazen.
Alhazen believed there was a " true configuration " of the planets that Ptolemy had failed to grasp.
Witelo 's Perspectiva was largely based on the work of the polymath Alhazen Ibn al-Haytham ; d . ca.
In geometry, Alhazen developed analytical geometry and established a link between algebra and geometry.
Ptolemy 's Optics and of Alhazen.
In general, Alhazen built on and expanded the optics of Ptolemy.
Ibn al-Haytham was Alhazen.
In the Middle East, Alhazen derived a formula for the sum of fourth powers.
It was first described by the Arabic scientist Ibn Alhazen in the year 1021.
It was first described by the Arabic scientist Ibn Alhazen in the year 1021. dark chamber.
