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gibson:teaching:fall-2014:math445:exam1-vocab [2014/09/29 18:50]
gibson created
gibson:teaching:fall-2014:math445:exam1-vocab [2014/10/01 11:09] (current)
gibson
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 ====== Matlab vocabulary, up to exam 1 ====== ====== Matlab vocabulary, up to exam 1 ======
  
-You should be familiar with the following Matlab programming constructs and functions.+You should be familiar with the following Matlab programming constructs and functions. I've marked issues on which I expect some confusion with (!).
  
 <​code>​ <​code>​
   compact scientific notation (e.g. 1.4e-06)   compact scientific notation (e.g. 1.4e-06)
   complex numbers (e.g. 3 + 4*i)   complex numbers (e.g. 3 + 4*i)
-  Inf, NaN+  Inf, NaN (!)
  
   =           ​assignment   =           ​assignment
Line 19: Line 19:
   ​   ​
   accessing elements of vectors and matrices   accessing elements of vectors and matrices
-    (both single elements and subsets)+    (single elements, rows, columns, ​and subsets ​(!))
            
   linear algebra operations on vectors and matrices   linear algebra operations on vectors and matrices
     + - * \ ^ '     + - * \ ^ '
   ​   ​
-  elementwise operations on vectors, matrices+  elementwise operations on vectors, matrices ​(!)
     - + .* ./ .^     - + .* ./ .^
    
   logical (boolean) operations   logical (boolean) operations
-    ==  +    == (!) 
-    ~=+    ~= (!)
     >     >
     <     <
     >=     >=
     <=     <=
-    ~+    ~   (!)
     && ​ (simple AND)     && ​ (simple AND)
     ||  (simple OR)     ||  (simple OR)
     &   ​(componentwise AND for vectors)     &   ​(componentwise AND for vectors)
     |   ​(componentwise OR  for vectors)     |   ​(componentwise OR  for vectors)
-    xor (for both vectors and simple logical variables)+    xor (for both vectors and simple logical variables) (!)
     zero    means false    ​     zero    means false    ​
     nonzero means true     nonzero means true
  
 +    any 
 +    all
 +    find
 +    ​
   constructing matrices and vectors   constructing matrices and vectors
     square brackets [ ]      square brackets [ ] 
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   scripts   scripts
 </​code>​ </​code>​
 +
 +You should be able to 
 +
 +  * interpret various log-linear plots as x-y relationships of the form $y = mx + b$, $y = c 10^x$, $y = m \log x + b$, and $y = c x^m$ (!)
 +  * convert linear story problems into matrix-vector equations and solve them
 +  * write Matlab code for constructing plots of functions, with labels, legends, and specified line styles and colors
gibson/teaching/fall-2014/math445/exam1-vocab.1412041832.txt.gz · Last modified: 2014/09/29 18:50 by gibson