use quarto, not Pluto to render pages
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"markdown": "# Vectors\n\n\n\n\n\nOne of the first models learned in physics are the equations governing the laws of motion with constant acceleration: $x(t) = x_0 + v_0 t + 1/2 \\cdot a t^2$. This is a consequence of Newton's second [law](http://tinyurl.com/8ylk29t) of motion applied to the constant acceleration case. A related formula for the velocity is $v(t) = v_0 + at$. The following figure is produced using these formulas applied to both the vertical position and the horizontal position:\n\n::: {.cell hold='true' execution_count=3}\n\n::: {.cell-output .cell-output-display execution_count=4}\n```{=html}\n<div class=\"d-flex justify-content-center\"> <figure> <img src=\"data:image/gif;base64,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 truncated
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Reference in new issue
Block a user