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2023-10-03 08:58:32 +01:00
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Notebooks/Chap01/1_1_BackgroundMathematics.ipynb
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@@ -332,9 +332,7 @@
"2. What is $\\mbox{exp}[1]$?\n", "2. What is $\\mbox{exp}[1]$?\n",
"3. What is $\\mbox{exp}[-\\infty]$?\n", "3. What is $\\mbox{exp}[-\\infty]$?\n",
"4. What is $\\mbox{exp}[+\\infty]$?\n", "4. What is $\\mbox{exp}[+\\infty]$?\n",
"5. A function is convex if we can draw a straight line between any two points on the\n", "5. A function is convex if we can draw a straight line between any two points on the function, and this line always lies above the function. Similarly, a function is concave if a straight line between any two points always lies below the function. Is the exponential function convex or concave or neither?\n"
"function, and this line always lies above the function. Similarly, a function is concave\n",
"if a straight line between any two points always lies below the function. Is the exponential function convex or concave or neither?\n"
] ]
}, },
{ {
@@ -384,15 +382,6 @@
"6. What is $\\mbox{log}[-1]$?\n", "6. What is $\\mbox{log}[-1]$?\n",
"7. Is the logarithm function concave or convex?\n" "7. Is the logarithm function concave or convex?\n"
] ]
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