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1 : jj 61 ## DESCRIPTION
2 : jjholt 317 ## Precalculus: Trigonometry
3 : jj 61 ## ENDDESCRIPTION
4 :    
5 : jjholt 317 ## KEYWORDS('trigonometry','inverse trigonometric function')
6 :     ## Tagged by cmd6a 6/22/06
7 : jj 61
8 : jjholt 317 ## DBsubject('Precalculus')
9 :     ## DBchapter('Analytic Trigonometry')
10 : jj 61 ## DBsection('Inverse Trigonometric Functions')
11 : jjholt 317 ## Date('')
12 :     ## Author('')
13 :     ## Institution('ASU')
14 :     ## TitleText1('')
15 :     ## EditionText1('')
16 :     ## AuthorText1('')
17 :     ## Section1('')
18 :     ## Problem1('')
19 : jj 61
20 :     DOCUMENT(); # This should be the first executable line in the problem.
21 :    
22 :     loadMacros(
23 :     "PG.pl",
24 :     "PGbasicmacros.pl",
25 :     "PGchoicemacros.pl",
26 :     "PGanswermacros.pl",
27 :     "PGauxiliaryFunctions.pl",
28 :     "PGasu.pl"
29 :     );
30 :    
31 : gage 268 TEXT(beginproblem());
32 : jj 61 $showPartialCorrectAnswers = 1;
33 :    
34 :     TEXT(EV2(<<EOT));
35 :     Find the exact value (NO DECIMALS) of each expression by sketching a triangle.
36 :     If the answer involves a square root enter it as $BITALIC sqrt $EITALIC.
37 :     E.g. the square root
38 :     of 2 should be entered as sqrt(2).
39 :    
40 :     $BR
41 :     (a) \( \cos(\tan^{-1} 2) = \) \{ans_rule(10)\}.
42 :     $BR
43 :     (b) \( \tan(\cos^{-1} \frac{1}{\sqrt{5}}) = \) \{ans_rule(10)\}.
44 :     $BR
45 :     EOT
46 :    
47 :     $ans1= "1/sqrt(5)";
48 :     $ans2= 2;
49 :    
50 : gage 268 ANS(exact_no_trig($ans1));
51 :     ANS(exact_no_trig($ans2));
52 : jj 61
53 :     ENDDOCUMENT(); # This should be the last executable line in the problem.

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