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At what height from the center of the Earth the acceleration due to gravity will be 1/4th of its value as at the earth. |
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Answer» Solution :Given: Height from the CENTRE of the Earth, R. =R+h The acceleration DUE to gravity at that height, g. = `g//4` Formula: g=`(GM)/(R^(2))` `(g)/(g)=((R)/(R))^(2)` =`((R+h)/(R))^(2)=[(R)/(R)+(h)/(R)]^(2)` =`[1+(h)/(R)]^(2)` 4=`[1+(h)/(R)]^(2)` Apply root on both sides `2=[1+(h)/(R)]` orh=R R’=2R From the centre of the Earth, the object is placed at twice the radius of the earth (ii)" How many electrons are passing PER second in a circuit in which there is a current of 5A." "Current I = 5A Timet - 1 second" "Charge of electron (e) = `1.6xx10^(-19)C` I=`(q)/(t)=(ne)/(t)`" "Number of electron", n =`(It)/(e)` =`(5xx1)/(1.6xx10^(-19))` n=`3.125xx10^(19)` |
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