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Article #59Re: In terms of v0, theta, and g
From: bugnib
Date: Sun, 17 Feb 2008 22:40
Date: Sun, 17 Feb 2008 22:40
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2820 bytes
On Feb 16, 5:31 pm, TEL <ted_e_ll...@hotmail.com> wrote: > On Feb 16, 10:09 am, John Dredla <Jdre...@hotmail.com> wrote: > > > > > Not really, I don't understand the relationships yet. This to me is > > an example of doing the work by deadline and by rote, then learning > > why it is I'm doing what I did. > > > To do the algebraic units you have to use those boxes inside the > > answer box. There are boxes for subs and exponenets, boxes for > > greek letters, boxes for other things. This is the only thing that > > help on the page shows. > > > On Fri, 15 Feb 2008 14:19:41 -0800 (PST), bug...@unlv.nevada.edu > > wrote: > > > >John, > > >I had problems on this questions too. I know how to solve for what the > > >question was asking, however, I was unable to figure out how to enter > > >the correct algebraic units. Did you have problems with this as well? > > There are a few that I had questions on. Does anyone understand where > you are given an angle and say an X length and have to find the Vo. > Also, there was one regarding a stunt woman / helicopter. Any > suggestions on those would be appreciated. When you are given an angle, and the x or y component that corresponds to that angle, you can use either sine, cosine, or tangent to find the Vo (hypotenuse) of the angle. Is this what you were asking or something different?
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