"h=\\frac{v_0^2}{2g}" ;
"h=v_0t-\\frac{gt^2}{2}" ;
So, we get
"\\frac{v_0^2}{2g}=v_0t-\\frac{gt^2}{2} \\to v_0^2-2gtv_0+g^2t^2=0" or "v_0^2-58.86v_0+866.1249=0\\to"
"v_0=29.43m\/s"
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