I liked your solution to my word triple problem, but unfortunately the arrays are non-responsive as I have entered them.
Can you see any problems? I think I entered your arrays as given...
Thanks, for any help.
# DESCRIPTION Function translations
# Translate descriptions of critical points and function
# into correct notation.
# WeBWorK problem written by TimPayer <tsp1@humboldt.edu>
# ENDDESCRIPTION
## DBsubject(Probability)
## DBchapter(Random variables)
## DBsection(Expectation)
## Institution(Humboldt State University)
## Author(Tim Payer)
## KEYWORDS(probability, translate, notation)
DOCUMENT();
loadMacros(
"PGstandard.pl",
"PGunion.pl",
"MathObjects.pl",
"parserPopUp.pl",
"PGML.pl",
"PGcourse.pl",
);
#Text(beginproblem()); #uncomment
install_problem_grader(~~&std_problem_grader);
$showPartialCorrectAnswers = 1;
Context("Numeric");
# create three arrays of the same length "in parallel"
@bird = ('goose','crow','starling');
@birds = ('geese','crows','starlings');
@flock = ('gaggle','murder','murmuring');
$i = random(0, 2, 1); # choose an array index at random
$popup1 = PopUp(
["probability notation", "P(V)", "P(N)", "P(VV)", "P(NN)", "P(VN)", "P(NV)",
"P(VN U NN)", "P(NV U NN)", "P(VN \[\cap \] NN)", "P(NV \[\cap \] NN)",
"P(VN \[\cap \] NV U NN)", "P(VN U NV \[\cap \] NN)", "P(VN U NV U VV)",
"P(VN \[\cap \] NV \[\cap \] NN)", "P(NN \[\cap \] NV U VN)", "P(NN U NV \[\cap \] VV)",
"P(NN \[\cap \] NV \[\cap \] VV)","P(VN \[\cap \] NV) + P(NN)", "P(VN \[\times \] NV) + P(NN)",
"P(VN \[\cap \] NN) + P(NV \[\cap \] NN)",], "P(VV)");
$popup2 = PopUp(
["probability notation", "P(V)", "P(N)", "P(VV)", "P(NN)", "P(VN)", "P(NV)",
"P(VN U NN)", "P(NV U NN)", "P(VN \[\cap \] NN)", "P(NV \[\cap \] NN)",
"P(VN \[\cap \] NV U NN)", "P(VN U NV \[\cap \] NN)", "P(VN U NV U VV)",
"P(VN \[\cap \] NV \[ \cap \] NN)", "P(NN \[\cap \] NV U VN)", "P(NN U NV \[\cap \] VV)",
"P(NN \[\cap \] NV \[\cap \] VV)","P(VN \[\cap \] NV) + P(NN)", "P(VN \[\times \] NV) + P(NN)",
"P(VN \[\cap \] NN) + P(NV \[\cap \] NN)",], "P(VN U NV U VV)");
BEGIN_PGML
1. A flock of [$birds[$i] ] is described as a [@flock[$i] ] of [$birds[$i] ].
Consider the case where (percent)% of a [@flock[$i] ] of [$birds[$i] ] carry a bird flu virus, and that two [$birds[$i]] are drawn at random from the [@flock[$i] ], find the following probabilities given the following variable declarations:
Let V = Event that a [$bird[$i] ] has the bird flu virus.
Let N = Event that a [$bird[$i] ] does not have the bird flu virus.
1a.) What is the probability of randomly drawing two [$birds[$i] ] that both have the bird flu virus? Choose the correct probability notation below and then calculate its associated probability with fourth decimal accuracy.
[___]{$popup1} =
1b.) What is the probability of randomly drawing two [$birds[$i] ] such that at least one [$bird[$i]] has the bird flu virus? Choose the correct probability notation below and then calculate its associated probability with fourth decimal accuracy.
[___]{$popup2} =
END_PGML
BEGIN_PGML_SOLUTION
The correct answers are:
END_PGML_SOLUTION
ENDDOCUMENT();