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Community Discussion Question:
Why
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 20 May 2008 12:34:31 IST
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Why is the velocity in a projectile motion or SHM etc divided into sin(theta) on the y axis and cos(theta) on the
x-axis.
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 20 May 2008 12:38:50 IST
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see vikram in projectile (2 d motion) we have the vel. component in 2 perpendicular dir. i.e. x axis and y axis so as we can calculate the quantities of vertical and horizontal individually.
hope u got it.....
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 20 May 2008 12:39:18 IST
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Because u take theta as angle between the trajectory n the x axis.
So, when u do like this, try drawin a rt angle triangle with the velocity vector as hypotenuse n one side as x axis. U will find tat the magnitude of velocity vector on x axis is V cos theta. Whn u take hypotenuse n y axis, u will get y component as V sin theta.
I hope u understand. If this helped, rate me.
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yaar ....
gud qs.......its sumthing people cram....
ok....in case of a projectile........the angle which the trajectory of the particle makes wid the x-axis...is actually a cos component of the angle......u knw cos theta function will satisfy the vertical angle drawn at that point....
and so the horizontal component is always v cos thera..
and similarlly vertical v sin theta...
cheero
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" the only thing thats always constant in this world , is change itself.....
so it is better to adapt to the situation or life makes you adapt to it (painfully)..."
- Kundan a.k.a Juan dankh......
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 20 May 2008 12:50:15 IST
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but the concept is the same.......
and so is the case with accelerated motion...where we break horizontal n vertical components...
wahan par bhi brk it cos along the x axis andin terms of sin with the verticalaxis...with the angle ofcourse..
ask if u still hav doubts..
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" the only thing thats always constant in this world , is change itself.....
so it is better to adapt to the situation or life makes you adapt to it (painfully)..."
- Kundan a.k.a Juan dankh......
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