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1 ##DESCRIPTION 2 ## Transformations of graphs 3 ##ENDDESCRIPTION 4 5 ##KEYWORDS('percent') 6 ## lcao tagged and PAID on 2-20-2004 7 8 ## DBsubject('Algebra') 9 ## DBchapter('Functions') 10 ## DBsection('Transformations of Functions') 11 ## Date('6/3/2002') 12 ## Author('') 13 ## Institution('') 14 ## TitleText1('College Algebra') 15 ## EditionText1('3') 16 ## AuthorText1('Stewart, Redlin, Watson') 17 ## Section1('4.5') 18 ## Problem1('2') 19 20 # 21 # First comes some stuff that appears at the beginning of every problem 22 # 23 24 DOCUMENT(); # This should be the first executable line in the problem. 25 26 loadMacros( 27 "PG.pl", 28 "PGbasicmacros.pl", 29 "PGanswermacros.pl", 30 "PGauxiliaryFunctions.pl", 31 "PGgraphmacros.pl", 32 "PGasu.pl", 33 "extraAnswerEvaluators.pl" 34 ); 35 36 TEXT(&beginproblem); 37 38 $a=non_zero_random(-6,6); 39 $b=non_zero_random(-6,6); 40 $a1 = -1+$a; 41 $b1 = 2+$a; 42 $c1 = 5+$a; 43 $a2 = -$b; 44 $b2 = -1-$b; 45 $c2 = -$b; 46 47 48 BEGIN_TEXT 49 The graph of \( y= f(x) \) is given below: $BR 50 \{ image("graph.gif", width=>329, height=>247)\} 51 $BR $BR 52 On a piece of paper sketch the graph of \( y=f(x-$a) \) and 53 determine the new coordinates of points A, B and C. 54 $BR 55 A = \{ans_rule(10)\} 56 $BR 57 B = \{ans_rule(10)\} 58 $BR 59 C = \{ans_rule(10)\} 60 61 $BR $BR 62 On a piece of paper sketch the graph of \( y=-f(x)-$b \) and 63 determine the new coordinates of points A, B and C. 64 $BR 65 A = \{ans_rule(10)\} 66 $BR 67 B = \{ans_rule(10)\} 68 $BR 69 C = \{ans_rule(10)\} 70 END_TEXT 71 72 73 ANS(interval_cmp( "($a1, 0)", unions=>'no' ) ); 74 ANS(interval_cmp( "($b1, 1)", unions=>'no' ) ); 75 ANS(interval_cmp( "($c1, 0)", unions=>'no' ) ); 76 ANS(interval_cmp( "(-1, $a2)", unions=>'no' ) ); 77 ANS(interval_cmp( "(2, $b2)", unions=>'no' ) ); 78 ANS(interval_cmp( "(5, $c2)", unions=>'no' ) ); 79 80 ENDDOCUMENT(); # This should be the last executable line in the problem. 81 82
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