Range of object projected at an angle θ
R=(V2g)sin(2θ)R=( \dfrac{V^2}{g})sin(2 \theta)R=(gV2)sin(2θ)
V is initial velocity in ms\tfrac{m}{s}sm
g is the acceleration of gravity 9.8 (ms2)( \tfrac{m}{s^2})(s2m)
R1=(40029.8)sin(2∗30)=14140mR_1=( \dfrac{400^2}{9.8} )sin(2*30) = 14140mR1=(9.84002)sin(2∗30)=14140m
R2=(40029.8)sin(2∗50)=16080mR_2=( \dfrac{400^2}{9.8})sin(2*50)=16080mR2=(9.84002)sin(2∗50)=16080m
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