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This is the data Number of Canada NHL Month births players January 159187 133 February 152972 125 March 174825 114 April 173021 119 May 179437
This is the data
Number of Canada NHL Month births players January 159187 133 February 152972 125 March 174825 114 April 173021 119 May 179437 119 June 171818 123 July 175627 96 August 170415 91 Septembe 171217 83 October 164200 84 Novembe 154376 73 December 157583 85How many NHL players in total were there over the one year period? :I . DD not add a comma. The mean weighted final mark is: Round to ONE decimal place.The standard error for snake undulation rate is Round to TWO decimal places.Any time we support a scientific hypothesis with experimentation and statistical analysis, we can say we "PROVE" it correct or incorrect. A. True O B. FalseThe calculated standard deviation for snake undulation rate is :| Round to two decimal places. The standard deviation of the "final" mark is: Round to ONE decimal place.When creating a graph, the dependent variable always appears on the x-axis, while the independent variable appears on the y-axis. OA. True OB. FalseWhenever we display data that is summarized by a mean, we need an estimate of how precise that data set is and thus we always present standard errors along side the data. OA. True OB. FalseIn which month is there the greatest difference between the proportion of Canadian births and the proportion of NHL births? O A. November B. September O C. February O D. JanuaryThe standard error of the mean weighted final mark is Round to ONE decimal place.What was the total number of births in Canada over the one year period? . Do not include a comma.The Scientific Method helps us to avoid: O A. Bias O B. Prejudices C. Expectations O D. All of the aboveThe variance in snake undulation rate is: Round to TWO decimal places.In any given year then what is the proportion (measured as percentage) that an NHL player will be born in Canada based on this data set? O A. 0.06% B. 0.00069% C. 69%Step by Step Solution
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