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| 1 : | jjholt | 156 | ## DESCRIPTION |
| 2 : | jjholt | 473 | ## Complex Arithmetic |
| 3 : | jjholt | 156 | ## ENDDESCRIPTION |
| 4 : | jj | 134 | |
| 5 : | jjholt | 473 | ## KEYWORDS('complex numbers', 'multiplication') |
| 6 : | jjholt | 156 | ## Tagged by tda2d |
| 7 : | |||
| 8 : | ## DBsubject('Calculus') | ||
| 9 : | jjholt | 483 | ## DBchapter('Complex Variables') |
| 10 : | jjholt | 156 | ## DBsection('Complex Numbers') |
| 11 : | ## Date('') | ||
| 12 : | ## Author('') | ||
| 13 : | ## Institution('Dartmouth') | ||
| 14 : | ## TitleText1('Calculus') | ||
| 15 : | ## EditionText1('5') | ||
| 16 : | ## AuthorText1('Stewart') | ||
| 17 : | jjholt | 473 | ## Section1('G') |
| 18 : | jjholt | 156 | ## Problem1('') |
| 19 : | |||
| 20 : | jj | 134 | DOCUMENT(); |
| 21 : | loadMacros("PG.pl", | ||
| 22 : | "PGbasicmacros.pl", | ||
| 23 : | "PGchoicemacros.pl", | ||
| 24 : | "PGanswermacros.pl", | ||
| 25 : | "PGauxiliaryFunctions.pl", | ||
| 26 : | "PGgraphmacros.pl", | ||
| 27 : | "Dartmouthmacros.pl"); | ||
| 28 : | |||
| 29 : | |||
| 30 : | ## Do NOT show partial correct answers | ||
| 31 : | $showPartialCorrectAnswers = 0; | ||
| 32 : | |||
| 33 : | ## Lots of set up goes here | ||
| 34 : | $a = random(-10,10); | ||
| 35 : | $b = random(-10,10); | ||
| 36 : | $c = non_zero_random(-10,10); | ||
| 37 : | $d = non_zero_random(-10,10); | ||
| 38 : | |||
| 39 : | |||
| 40 : | ## Ok, we are ready to begin the problem... | ||
| 41 : | ## | ||
| 42 : | TEXT(beginproblem()); | ||
| 43 : | |||
| 44 : | |||
| 45 : | BEGIN_TEXT | ||
| 46 : | $BR | ||
| 47 : | Evaluate the expression \(\displaystyle ($a + $b i)($c + $d i)\), and write your answer in the form \( a + b i\). | ||
| 48 : | |||
| 49 : | a = \{ans_rule()\} and b = \{ ans_rule()\}. | ||
| 50 : | |||
| 51 : | $PAR | ||
| 52 : | END_TEXT | ||
| 53 : | ANS(num_cmp( $a*$c - $b*$d )); | ||
| 54 : | ANS(num_cmp( $b*$c + $a*$d )); | ||
| 55 : | ENDDOCUMENT(); | ||
| 56 : | |||
| 57 : | |||
| 58 : | |||
| 59 : |
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