<p>I was given a question in a quiz for my Physics 1 class and I solved it. However, it was marked wrong. Could anyone please highlight why it is wrong? </p>
<p>Q) At a hockey game, you throw your hat into the air when our team scores a point. If you throw it upwards at an angle of 35 degrees with respect to the horizontal and speed of 11 m/s:</p>
<p>D) Assuming you are on level ground, how far away from you does it land ? </p>
<p>I found the time it takes to get to the highest point to be ( .6438 s and its maximum height to be .32 m ) in the earlier questions that I have not typed in this post. </p>
<p>To find this answer, I used the Range equation, R=((V0)^(2) * sin(2theta))/(g)
R= (11)^(2) * sin ( 2*35) / ( 9.8 )
R = 11.6 m.</p>
<p>Apparently, the answer is 5.8m but I'm not sure why it should be half of my answer. The range gives you the distance it covers in the X dimension so why is it half?!</p>
<p>I think I have a reason. The range equation assumes your initial position and final position are at the SAME elevation. When the dude throws the hat, the hat obviously does not start from level ground, but yet it hits the ground (distance you calculated). I hope this helps.</p>
<p>lil_killer129/ jai6638 said "correct answer" seems to be the half of what he's got.
Therefore, your assumption does not help because it would make it go farther instead.</p>
<p>The question didn't mention the plasticy board 5.8 meters away from you to prevent the hockey players from smashing into you or getting you involved in one of their brawls.</p>
<p>Taking this fact into consideration, the range of the hat is 5.8m.</p>
<p>
[quote]
lil_killer129/ jai6638 said "correct answer" seems to be the half of what he's got.
Therefore, your assumption does not help because it would make it go farther instead.
[/quote]
Where are you getting this from? Where in my past posts have I said the correct answer was half of what the other dude got? I simply restated the facts about what the range equation means, which obviously is being interpreted incorrectly here. I thought reminding us of how the range equation is suppose to be used would provide some guidance into achieving the correct answer.</p>
<p>lil_killer129 - What xjis is referring to is the "answer" of 5.8 m given by the topic creator in his first post. The topic creator is trying to figure out why it is 5.8 m and not 11.6 m.</p>
<p>Your assumption would cause the object to travel further, not less, and is therefore not a suitable explanation. The explanation is, unless other info has been omitted, 11.6 m is correct, and TC should submit the problem for regrading.</p>