T=0.200s;H=0.544m;v0=?;V=?;hmax=?h=v0t−21gt2;v0=2T2H+gT2=2⋅0.200s2⋅0.544m+9.81s2m(0.200s)2=3.701sm;v=v0−gt;V=v0−gT=2T2H−gT2=2⋅0.200s2⋅0.544m−9.81s2m(0.200s)2=1.739sm;hmax=2gv02=2∗9.81s2m(3.701sm)2≈0.698m.
Answers:
(a) 3.701 m/s
(b) 1.739 m/s
(c) approx 0.698 m (i.e. from the ground).
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