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        <description>Pre-lecture:Local Gravity

	*  In the absence of other interactions, we observe that things fall at a rate of 9.8 m/s/s. There's some flexibility in this number, but it's pretty close to this value everywhere on earth. 
		*  It's special we call it 'g'</description>
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        <dc:date>2014-07-17T12:57:50+00:00</dc:date>
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        <title>temp:prelec:cf</title>
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        <description>Pre-lecture: Constant Force Motion

	*  The MP predicts the motion of systems: write out predictive bit
		*  When the net force is a constant vector, the motion is quite special (velocities and positions can be predicted exactly)

	*  Let's take a special case of one-dimensional motion with constant force (derivation equally applies to vector) - fan cart moving under constant fan force</description>
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        <title>temp:prelec:momentum</title>
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        <description>Pre-lecture: Momentum and Momentum Principle

	*  Changes in motion; you pay attention to how an object changes it position
	*  Define momentum - some objects are easier to change their motion than others
		*  $\vec{p} = \gamma m \vec{v}$ is a vector concept; points in direction of velocity vector for a system; complete and alway applies$\gamma$$\gamma$$\gamma \approx 1$$\vec{p}=m\vec{v}$$\Delta \vec{p} = \vec{F}_{net}\Delta t$</description>
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        <title>temp:prelec:newtoniangravitation</title>
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        <description>Pre-lecture: Gravitation

	*  Earlier we talked about mg
		*  It turns out that is an approximate form for the interaction between two objects with mass, which i'll describe now

	*  Consider the Earth and the Moon.
		*  Certainly, you've heard the Earth and Moon are attracted to each other</description>
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        <dc:date>2014-07-24T02:03:40+00:00</dc:date>
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        <title>temp:prelec:springs</title>
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        <description>Pre-lecture: Constant vs. Non-constant Forces (Springs)

	*  The MP lets us predict the motion of any system subject to any interaction
		*  Sometimes we can do that with pencil and paper and other times, we can't

	*  We can always predict the motion of a system with pencil and paper when the net force is constant over the interval we care about</description>
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