quick fix for the vector bracket
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@@ -136,7 +136,7 @@ $$
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### Standard Projectile motion with Gravity
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### Standard Projectile motion with Gravity
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First it is defined that $\vec{a}=\langle 0,-g\rangle$. The composite velocity vector is therefore defined as:
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First it is defined that $\vec{a}=\langle 0,-g\rangle$. The composite velocity vector is therefore defined as:
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$$
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$$
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\vec{v}(t)=\langle v_{x0}, v_{y0}-gt
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\vec{v}(t)=\langle v_{x0}, v_{y0}-gt\rangle
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$$
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$$
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That $g$ is for gravity. It is also important to remember that $\vec{v}=\langle v_0\cos\theta,v_0\sin\theta\rangle$.
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That $g$ is for gravity. It is also important to remember that $\vec{v}=\langle v_0\cos\theta,v_0\sin\theta\rangle$.
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$$
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$$
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