v⃗x=20ms\vec v_x= 20\frac{m}{s}vx=20sm
g=9.8ms2g = 9.8 \frac{m}{s^2}g=9.8s2m
v⃗y=gt22\vec v_y =\frac{gt^2}{2}vy=2gt2
v⃗=v⃗x+v⃗y\vec{v} =\vec v_x+\vec v_yv=vx+vy
α=∠(v⃗,v⃗x)=45°\alpha= \angle(\vec v,\vec v_x)=45 \degreeα=∠(v,vx)=45°
v⃗y=tanα∗vx⃗=vx=20ms2\vec v_y =\tan \alpha*\vec{v_x}= v_x=20\frac{m}{s^2}vy=tanα∗vx=vx=20s2m
t=2vyg=2∗209.8=2.02st = \sqrt{\frac{2v_y}{g}}=\sqrt{\frac{2*20}{9.8}}=2.02st=g2vy=9.82∗20=2.02s
Answer: 2.02s\text{Answer: }2.02sAnswer: 2.02s
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