1)In average,the weight of 1 kilogram mass on the earth surface is 9.8N.Give reason.
2)How is 'standard one kilogram' defined in SI units?
Please give correct answer !!!
Answers
Answer:
The Battle of Talikota (23 January 1565) was a watershed battle fought between the Vijayanagara Empire and an alliance of the Deccan sultanates who united in order to defeat Aliya Rama Raya. The battle took place at Talikoti, today a town in northern Karnataka, about 80 kilometres (50 mi) to the southeast from the city of Bijapur.
Battle of Talikota
Part of Muslim conquest in the Indian subcontinent
Date 23 January 1565
Location
Talikota in present day Karnataka
16°28′24″N 76°18′43″E
Result
Decisive victory of Deccan Sultanates alliance
Sacking of Vijayanagara
Decline of the Vijayanagara Empire
Belligerents
Deccan sultanates
"Alam" Flag of the Nizam Shahi dynasty of the Ahmadnagar Sultanate.png Ahmadnagar Sultanate
Bijapur Sultanate
QutbshahiFlag.PNG Golkonda Sultanate
Berar Sultanate
Bidar Sultanate
Vijayanagara Empire
Commanders and leaders
"Alam" Flag of the Nizam Shahi dynasty of the Ahmadnagar Sultanate.png Hussain Nizam Shah I
Ali Adil Shah I
QutbshahiFlag.PNG Ibrahim Quli Qutb Shah Wali
Ali Barid Shah I
Burhan Imad Shah
Aliya Rama Raya Executed
Venkatadri †
Tirumala Deva Raya
Achutappa Nayak
Strength
80,000 infantry (Beydurs)[1]
30,000 cavalry[1]
several dozen artillery cannons[1]
140,000 infantry,
10,000 cavalry and
over 100 war elephants[1]
Battle of Talikota is located in KarnatakaBattle of Talikota
Location within Karnataka
The defeat of the Vijayanagara Empire at Talikota, followed by the subsequent destruction and looting of their capital, Vijayanagara, le
1.Weight is dependent on the gravitational force and differs. In a dynamics word problem, the force of gravity is assumed as 9.8N[down] . For example, if you get a 1kg object and put it on the surface of Earth, it's mass is 1kg, however it's weight is 1kg×9.8N[down] , which is the gravitational force of Earth's gravity.
2.THE kilogram, symbol kg, is the SI unit of mass. It is defined by taking the fixed numerical value of the Planck constant h to be 6.62607015×10−34 when expressed in the unit J⋅s, which is equal to kg⋅m2⋅s−1, where the metre and the second are defined in terms of c and ΔνCs.
Unit of: mass
Unit system: SI base unit
Symbol: kg
Avoirdupois: ≈ 2.205 pounds
Explanation:
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