a body is projected at an angle of 30 to the horizontal with a speed of 30 ms^-1 .The angle made by the velocity vector with the horizontal after 1.5 seconds? g = 10ms-2
meh|dw:1469978180639:dw|
@imqwerty
Any ideas?
vector law of triangle addition? maine isko resolve kiya
fir us grph ko copy karke x axis ko t leliya
fir 1.5 s pe 0 mila
wait..grph??
ans ryt h but kya yeh method ryt h?
graph**
Which graph??
30 ko resolve kiya
You mean that you resolved velocity into its x nd y components?
yes
Okay what next
now stuck
You got stuck here but still managed to get the answer? Anyways assume the velocity in the direction of projection to be v The x component will be vcos(30) which you know is equal to 30 Similarly find y component of velocity Now x component of velocity will remain same cuz no force is acting in x direction but y component will keep changing due to gravity
Find the velocity in y direction at the given time You already know the velocity in x direction Now you can find the angle between velocity vector and the horizontal by using trigonometry
what the heck is wrong with your english Aaron xD
@welshfella
the angle is given as 30
how can vcos(30) be same as v?
vcos(30) = 30*sqrt3/2 = 15*sqrt3
horizontal component of the velocity = 30 cos 30 = 15sqrt3 vertical component = 30 sin 30 = 15 at the point of projection the horizontal component is constant
at time 1.5 we can can find the vertical component by using v = u - 10t ( im taking acceleration due to gravity to be 10ms-2) v = 15 -10*1.5 = 0
hmm i did'nt expect that expect that lets check my work
whats wrong?
a value of 0 means that the angle with the horizontal is 0. Its height is at its maximum
then can the angle be 0?
of course if we use the more accurate acc due to gravity it will be slightly different ( a = 9.81 ms-2)
Thanks,sir! Can you please help with a few more questions?
did the question say what value of acc due to gravity to take?
g = 10
oh ok then 0 degrees is the right answer.
be back in 5 minutes
Thanks! I have a few more questions i need help with/in.. can you please help more?
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