{"id":7458,"date":"2016-07-11t10:20:08","date_gmt":"2016-07-11t17:20:08","guid":{"rendered":"\/\/www.catharsisit.com\/hs\/?p=7458"},"modified":"2016-07-06t14:42:08","modified_gmt":"2016-07-06t21:42:08","slug":"act-math-probability-problems","status":"publish","type":"post","link":"\/\/www.catharsisit.com\/hs\/act\/act-math-probability-problems\/","title":{"rendered":"act math: how to solve probability problems"},"content":{"rendered":"
chances are good that you’ve thought about probability before when playing games of chance. the higher the chances of coming out on top, the more likely you would be willing to play.<\/p>\n
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for simple games, such as calling heads or tails on a coin flip, it’s easy to figure out what the chances are of winning. physics and other variables aside, you have a 50% of getting it right. <\/p>\n
when it comes to calculating more involved games, such as the chance of calling two or three coin flips correctly, then things get a bit more complicated. sure, you could map out and think about every possibility, but that would cost you a lot of time. <\/p>\n
what you need is a method for figuring out probability problems. however, it’s important to know that it’s not absolutely necessary to know a formal way to get the answer. the key here is to familiarize yourself with enough act-style questions so that you have a good idea of what to expect when you take the real test.
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in simple terms, probability is the likelihood of a particular event happening.<\/p>\n
probability = (favorable outcomes) \/ (total outcomes)<\/strong><\/em><\/p>\n therefore, a probability of 0 means that it will never happen. a probability of 1 means that it will always occur. your answer will usually be somewhere between 0 and 1.<\/p>\n to find the probability of something not happening, simply subtract the probability from 1.<\/p>\n for multiple probabilities<\/strong><\/p>\n