John kicks the ball, and the ball does a projectile motion with an angle of 53o to horizontal with an initial velocity of 10 m/s. What is (a) its maximum height, (b) its maximum distance, and (c) its hangtime?
(a)
"H_{max} = \\frac{u^2sin^2 \u03b8}{2g} \\\\\n\n= \\frac{10^2 \\times sin^2 53}{2 \\times 9.81} \\\\\n\n= 3.25086 \\;m"
(b)
"R_{max} = \\frac{u^2 sin2\u03b8 }{g} \\\\\n\n= \\frac{10^2 sin(2 \\times 53)}{9.81} \\\\\n\n= 9.7988 \\;m"
(c)
"T= \\frac{2u sin \u03b8}{g} \\\\\n\n= \\frac{2 \\times 10 \\times sin53}{9.81} \\\\\n\n= 1.6282 \\;s"
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