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1 : apizer 1647 ## DBsubject('Calculus')
2 :     ## DBchapter('Differentiation')
3 :     ## DBsection('Linear Approximation and Differentials')
4 :     ## KEYWORDS('Differentiation','Product','Quotient')
5 : apizer 1674 ## TitleText1('Calculus: Early Transcendentals')
6 :     ## EditionText1('5')
7 : apizer 1647 ## AuthorText1('Stewart')
8 :     ## Section1('3.11')
9 :     ## Problem1('29')
10 :     ## Author('')
11 :     ## Institution('UCSB')
12 :    
13 :     DOCUMENT();
14 :    
15 :     loadMacros(
16 :     "PG.pl",
17 :     "PGbasicmacros.pl",
18 :     "PGchoicemacros.pl",
19 :     "PGanswermacros.pl",
20 :     "PGauxiliaryFunctions.pl"
21 :     );
22 :    
23 :     TEXT(&beginproblem);
24 :     $showPartialCorrectAnswers = 1;
25 :     $a=random(2,10,1);
26 :    
27 :     BEGIN_TEXT
28 :    
29 :     $PAR
30 :    
31 :     Compute (a) \(\Delta y\) and (b) \(\text{dy}\) for the given values of \(x\) and \(\text{dx}=\Delta x\). $BR
32 :    
33 :     \[y=$a -x^2,\qquad x=-2,\qquad \Delta x=.4\]
34 :    
35 :     $PAR
36 :     (a) \(\Delta y =\) \{ans_rule(20)\} $BR
37 :     (b) \(\text{dy} =\) \{ans_rule(20)\}
38 :    
39 :     END_TEXT
40 :    
41 :     ANS(num_cmp( 1.44 ));
42 :     ANS(num_cmp( 1.6 ));
43 :    
44 :     ENDDOCUMENT();

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