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The balance al-Khazini built for Sanjar's treasury was modeled after the balance al-Asfizari, who was a generation older than al-Khazini, built. [7] Sanjar's treasurer out of fear destroyed al-Asfizari's balance; he was filled with grief when he heard the news. [7] Al-Khazini called his balance "combined balance" to show honor towards Al ...
Abu Jafar Muhammad ibn Husayn Khazin (Persian: ابوجعفر خازن خراسانی; 900–971), also called Al-Khazin, was an Iranian [1] ...
In 2018, it was officially renamed as al-Khazini Department, named after al-Khazini. [ 1 ] [ 2 ] Established in 1966 with efforts led by Abdus Salam , [ 3 ] the institute was located in Rawalpindi , Punjab Province and offered research in mathematics and theoretical physics. [ 4 ]
Al-Khazneh The first glimpse of Petra's Treasury (Al-Khazneh) upon exiting the Siq. Al-Khazneh (Arabic: الخزنة; IPA:, "The Treasury"), A.K.A. Khazneh el-Far'oun (treasury of the pharaoh), is one of the most elaborate rock-cut tombs in Petra, a city of the Nabatean Kingdom inhabited by the Arabs in ancient times.
The 12th-century scholar Al-Khazini suggested that the gravity an object contains varies depending on its distance from the centre of the universe (referring to the centre of the Earth). Al-Biruni and Al-Khazini studied the theory of the centre of gravity, and generalized and applied it to three-dimensional bodies.
(Al-Lahab) ٱلْمَسَد al-Masad: The Plaited Rope, The Palm Fibre, The Twisted Strands: 5 (1/3) Makkah: 6: 3: v. 5 [6] Allah cursing Abu Lahab and his wife, who was Muhammad's uncle and at the time of the revelation of this verse, Muhammad's brother in law, due to his hostility towards Islam and Muhammad. [6] 112: Al-Ikhlas ...
For the convenience of those who read the Quran in a week the text may be divided into seven portions, each known as Manzil. [1]The following division to 7 equal portions is by Hamzah az-Zaiyyat (d.156/772): [1]
Al-Isfazārī was a contemporary of the Persian polymath Umar al-Khayyam and the Persian astronomer Al-Khazini. Al-Isfazārī's main surviving work, Irshād dhawī al-cirfān ilā ṣinācat al-qaffān (Guiding the Possessors of Learning in the Art of the Steelyard), sets out the theory of the steelyard balance with unequal arms.