solution
given data
initial velocity when dropped(u)=0 m/s
distance traveled(s)=1.21 m/s
distance traveled after leave the ground(s1)=1.05 ms
according to third law of motion
"v^2=u^2+2gs"
initial velocity u=0
"v^2=2gs\\space or\\space v=\\sqrt{2gs}"
by putting the value of s
"v_{hitting}=\\sqrt{2\\times9.8\\times1.21}=4.86m\/s"
after leaving ground at 1.21 m final velocity will be zero
so velocity just after left the ground will be
"v_{2}=\\sqrt{2\\times9.8\\times1.05}=4.53m\/s"
so velocity of hitting the ground is 4.86 m/s and after hitting is 4.53 m/s .
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