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$$a= 28,\ b= 129$$ $$c= 4, \ c=133$$
$$Relative\ Risk = 7.2170542635659$$ $$95\%\ CI = 2.4624324910492\ To\ 21.15220312946$$ $$Significance\ Level = 0.00034151751415447$$
The odds ratio (OR), its standard error and 95% confidence interval are calculated according to Altman, 1991. The odds ratio is given by $$OR={\frac {\frac {a}{b}}{\frac {c}{d}}}$$ $$={\frac {a*d}{b*c}}$$
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Every student struggles to solve the problem with some little confusion and even with they have to do a lot of things like addition and multiplication and it takes a bit of time, of course, they can solve this problem really quickly but the problem is they won't solve is quick if they have large numbers so because of this any mathematical problem takes times to get solved. But with this calculator, they can check their problem answer if they are solving correctly or what is the correct answer to the question. Because sometimes we struggle to solve a lot of problems.
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A chances proportion (OR) is a proportion of the relationship between openness and a result. The OR speaks to the chances that a result will happen given a specific openness, contrasted with the chances of the result happening without that openness. Chances proportions are most regularly utilized in the event that control contemplates, anyway, they can likewise be utilized in cross-sectional and accomplice study plans too (for certain adjustments and additionally suspicions).
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Now as you can see on your desktop you have this tool that can be really nice and in this tool, you have some boxes where you can fill out the value of your problem.
Please enter your value in the text box and also cross-check it so that you won't get the wrong answer.
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