please answer Q19...
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relationship between momentum and kinetic energy is
K.E = P²/2m
P = √(2K.Em )
let initial kinetic energy is 100 j and mass is m
then,
P = √(200m) ----(1)
now,
increase K.E , by 100 %
new K.E = 200 j
now , P = √(400m) ------(2)
now,
change In P = {√(400m)-√(200m) }
% change in P = { √(400m) -√(200m)}/√(200m) × 100
= { √2 -1 } × 100
=( 1.414 -1)× 100
= 41.4 %
K.E = P²/2m
P = √(2K.Em )
let initial kinetic energy is 100 j and mass is m
then,
P = √(200m) ----(1)
now,
increase K.E , by 100 %
new K.E = 200 j
now , P = √(400m) ------(2)
now,
change In P = {√(400m)-√(200m) }
% change in P = { √(400m) -√(200m)}/√(200m) × 100
= { √2 -1 } × 100
=( 1.414 -1)× 100
= 41.4 %
john44:
thanks
Answered by
0
Answer:
relationship between momentum and
kinetic energy is K.E = P?/2m
P= v(2K.Em )
let initial kinetic energy is 100 j and mass then,
(2)
is m
P = v(200m) ----(1)
now,
increase K.E, by 100% new K.E = 200 j
now, Tv(400m)
now,
change In P = {V(400m)-v(200m) }
% change in P ={ v(400m) -v(200m)}/ V(200m) x 100
= { v2 -1} x 100
=( 1.414 - 1)* 100
= 41.4 %
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