Difference between revisions of "Data and Chance"
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| − | {{ | + | {{Infobox |
| − | [[Data and Chance]] | + | | title = Data and Chance |
| + | | header1 = Mathematics Course | ||
| + | | label2 = Course Code | data2 = [[Data and Chance|DACH]] | ||
| + | | label3 = Year Opened | data3 = 2003 | ||
| + | | label4 = Sites Offered | data4 = [[CGV]], [[SRF]], [[WLA]] | ||
| + | | label5 = Previously Offered | data5 = [[CHS]], [[MSA]], [[NRS]], [[PAL]], [[WIN]] | ||
| + | }} | ||
| + | ==Course Description== | ||
| + | [https://web.archive.org/web/20030405044353/http://cty.jhu.edu:80/summer/employment/math_cs.html#dach From the CTY Course Catalog] (2003): | ||
| − | + | Behind only one of three doors is a fabulous prize. After you choose door #1, the host reveals door #2 has nothing behind it. She then offers you the opportunity to change your selection. Should you switch to door #3? This classic example of conditional probability, in which you determine the chance of something happening given that something else already has, is not as simple as it seems. | |
| + | |||
| + | This course develops greater understanding of data and chance, two areas of mathematics that easily transfer from the classroom to the real world. Students conduct experiments and generate data which they display in graphs, charts, and tables to compare the effects of particular variables. For example, students might analyze data to examine how various design characteristics of a paper airplane, such as weight or length, affect the distance it will travel. Students also consider other data sources, including newspapers and journals, and identify examples of incorrectly gathered or misrepresented data that have been used to mislead consumers or influence voters. | ||
| + | |||
| + | Students also explore probability, the study of chance, to learn how numerical data are used to predict future events. Students examine permutations and combinations; develop strategies for calculating the number of possible outcomes for various events; calculate probabilities of independent, dependent, and compound events; and learn to distinguish between theoretical and experimental probability. | ||
| + | |||
| + | By the way, the answer to the question is, you should switch. | ||
| + | |||
| + | [[Category: Courses]] | ||
| + | [[Category: Chestertown]] | ||
| + | [[Category: Collegeville]] | ||
| + | [[Category: Los Angeles (Windward)]] | ||
| + | [[Category: Palo Alto]] | ||
| + | [[Category: San Rafael]] | ||
| + | [[Category: Santa Monica]] | ||
| + | [[Category: Venice]] | ||
| + | [[Category: West Los Angeles (Mirman)]] | ||
| + | [[Category: Palatine]] | ||
Latest revision as of 17:43, 7 November 2023
| Mathematics Course | |
|---|---|
| Course Code | DACH |
| Year Opened | 2003 |
| Sites Offered | CGV, SRF, WLA |
| Previously Offered | CHS, MSA, NRS, PAL, WIN |
Course Description
From the CTY Course Catalog (2003):
Behind only one of three doors is a fabulous prize. After you choose door #1, the host reveals door #2 has nothing behind it. She then offers you the opportunity to change your selection. Should you switch to door #3? This classic example of conditional probability, in which you determine the chance of something happening given that something else already has, is not as simple as it seems.
This course develops greater understanding of data and chance, two areas of mathematics that easily transfer from the classroom to the real world. Students conduct experiments and generate data which they display in graphs, charts, and tables to compare the effects of particular variables. For example, students might analyze data to examine how various design characteristics of a paper airplane, such as weight or length, affect the distance it will travel. Students also consider other data sources, including newspapers and journals, and identify examples of incorrectly gathered or misrepresented data that have been used to mislead consumers or influence voters.
Students also explore probability, the study of chance, to learn how numerical data are used to predict future events. Students examine permutations and combinations; develop strategies for calculating the number of possible outcomes for various events; calculate probabilities of independent, dependent, and compound events; and learn to distinguish between theoretical and experimental probability.
By the way, the answer to the question is, you should switch.
