\nfalse-positive paradox<\/em>: In a population where condition A is extremely uncommon, most tests for it that yield “positive” may likely be false.\n<\/p>\n \nThe false-positive paradox is easy to imagine with diseases: suppose any person, showing no symptoms but with known exposure to disease A, carries it with probability 0.002. A blood test to detect its presence will give a false-positive for 5% of non-carriers. Then, from a population of 1000 people exposed to A, only 2 people will actually carry it, but 50 non-carriers will test positive for it.<\/p>\n Source:<\/p>\n en.epicenter.works<\/a><\/p>\nJack of Oracle Tutoring by Jack and Diane,<\/a> Campbell River, BC.\n\n","protected":false},"excerpt":{"rendered":" Tutoring statistics, you encounter day-to-day ideas. The tutor mentions the false-positive paradox. false-positive paradox: In a population where condition A is extremely uncommon, most tests for it that yield “positive” may likely be false. The false-positive paradox is easy to …<\/p>\n