From 994b028b915db127cb63f237f82c72348a4eb869 Mon Sep 17 00:00:00 2001 From: Brian Rose Date: Thu, 17 Oct 2019 12:00:09 -0400 Subject: [PATCH] It should be sin^2 --- example1.ipynb | 13 ++++++++----- 1 file changed, 8 insertions(+), 5 deletions(-) diff --git a/example1.ipynb b/example1.ipynb index 56b70f7..fbfd5ac 100644 --- a/example1.ipynb +++ b/example1.ipynb @@ -26,7 +26,10 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Here's some descriptive text." + "Here's some descriptive text.\n", + "\n", + "And an equation!\n", + "$$ y = \\sin^2 x $$" ] }, { @@ -36,7 +39,7 @@ "outputs": [], "source": [ "X = np.linspace(0, 2*np.pi)\n", - "Y = np.sin(X)" + "Y = np.sin(X)**2" ] }, { @@ -47,7 +50,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 3, @@ -56,7 +59,7 @@ }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -95,7 +98,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.4" + "version": "3.7.1" } }, "nbformat": 4,