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jverzani
2024-05-22 07:55:20 -04:00
parent f710cded15
commit 771bb06aa3
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quarto/integrals/area_between_curves.qmd
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@@ -824,11 +824,11 @@ Doubling the answer above gives a value that Galileo had struggled with for many
#| echo: false
imgfile="figures/companion-curve-bisects-rectangle.png"
caption = """
Roberval, avoiding a trignometric integral, instead used symmetry to show that the area under the companion curve was half the area of the rectangle, which in this figure is `2pi`.
Roberval, avoiding a trigonometric integral, instead used symmetry to show that the area under the companion curve was half the area of the rectangle, which in this figure is `2pi`.
"""
# ImageFile(:integrals, imgfile, caption)
nothing
```
![Roberval, avoiding a trignometric integral, instead used symmetry to show that the area under the companion curve was half the area of the rectangle, which in this figure is $2\pi$.
![Roberval, avoiding a trignoometric integral, instead used symmetry to show that the area under the companion curve was half the area of the rectangle, which in this figure is $2\pi$.
](./figures/companion-curve-bisects-rectangle.png)