World Languages

World Languages, 17.07.2019 06:00, libi052207

What does this say? i can’t read it

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Mathematics, 22.08.2019 00:30, kookycookiefanx

In a certain city, 28% of the population read newspaper a, 22 % read newspaper 8, 15% read newspaper c 13 % read both a and b, 10 % read both a and c, 8 % read b and c, and no one reads all three. if a person from this city is selected at random, what is the probability that he or she does not read any of these newspapers? (b) 0.42 (c) 0.50 (e) 0.66 (a) 0.34 (d) 0.58

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English, 30.08.2019 15:30, Tweektweak

William faulkner suggests, ‘read, read, read. read everything -- trash, classics, good and bad, and see how they do it. just like a carpenter who works as an apprentice and studies the master. read! you'll absorb it. then write. if it's good, you'll find out. if it's not, throw it out of the window.’ discuss.

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Mathematics, 08.10.2019 18:00, chrisxxxrv24

The general addition rule for three events states that p(a or b or c) = p(a) + p(b) + p(c) − p(a and b) − p(a and c) − p(b and c) + p(a and b and c). a new magazine publishes columns entitled "art" (a), "books" (b), and "cinema" (c). suppose that 15% of all subscribers read a 23% read b 34% read c 8% read a and b 9% read a and c 13% read b and c 5% read all three columns. what is the probability that a randomly selected subscriber reads at least one of these three columns?

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World Languages, 27.10.2019 06:43, Ramar59

If he would have read "the white birds," he might have liked william butler yeats's poetry. would have read could have read would of read could of read had read

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