a car and truck have the same speed of 30m per second if their mass are in the ratio 1:3 find the ratio of their kinetic energy
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Answered by
51
let the mass of car is x
and mass of truck is 3x
then kinetic energy of car=1/2×x×30×30
and truck =1/2×3x×30×30
so (k.e of car)/(k.e of truck)=1:3
and mass of truck is 3x
then kinetic energy of car=1/2×x×30×30
and truck =1/2×3x×30×30
so (k.e of car)/(k.e of truck)=1:3
Answered by
58
Given that velocity of the car = 30m/s.
Given that velocity of the truck = 30m/s.
the velocity of the car = velocity of the truck.
We know that kinetic energy = 1/2mv^2.
Given that Their mass is in the ratio = 1:3.
Kinetic energy of car = 1/2 * 1 * (30)^2
= 450.
Kinetic energy of truck = 1/2 * 3 * (30)^2
= 1350.
Therefore the ratio of kinetic energy = 450/1350
= 1/3
Therefore the ratio = 1:3.
Hope this helps
Given that velocity of the truck = 30m/s.
the velocity of the car = velocity of the truck.
We know that kinetic energy = 1/2mv^2.
Given that Their mass is in the ratio = 1:3.
Kinetic energy of car = 1/2 * 1 * (30)^2
= 450.
Kinetic energy of truck = 1/2 * 3 * (30)^2
= 1350.
Therefore the ratio of kinetic energy = 450/1350
= 1/3
Therefore the ratio = 1:3.
Hope this helps
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