An object is thrown upward from the edge of a tall building with a velocity of 10 m/s. Where will the object be 3 s after it is thrown? Take
Do you have the height of the building?
the formula is\[v=u- g t\]
for maximum height final velocity v=0
\[0=10- 10 t\]
t=1 sec
so time required to reach its maximum height is 1 sec
it will come back to the top of the building after another 1 sec
so total
time needed to come back to the top of the building is 2 sec
ur throughing object will fall more in another 1 sec if the building is very high
it will be 20m (9.8*2), after reaching its max height (t=1)
20m/s
correct shamim?
no
u know the equation for maximum height is\[v ^{2}=u ^{2}- 2 g h\]
u know for maximum height final velocity v=0
so the equation will b\[0^{2}=10^{2}-2 \times 10 \times h\]
anyway i m taking gravitational acceleration g=10m/s
h=5m
maximum height h=5m
ya u r right @dgamma3
u were telling the final velocity after 3 sec
understood
there is an other way (equation) s=Vo*t -1/2*g*t^2 Vo=10 t=3 g=10 (9.8) solve s= -15m (that means 15 m below point of throw)
ya u r right @mos
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