Add 0.1 and 0.2 to each one of the closing prices in data sets B and C, respectively Data set A Data set B Data set C 56,804.90 58,918.83 60,683.82 55,907.20 58,917.69 61,572.79 59,302.32 57,750.20 63,314.01 61,243.09 55,950.75 63,109.70 57,332.09 55,973.51 63,503.46 57,805.12 55,137.31 56,008.55 51,704.16 54,824.12 52,774.27 59,893.45 60,204.96 59,793.23 Imagine you are testing for the effects of two experimental drugs (data sets B and C) relative to a control group (Data set A) on a physiological variable. a) Conduct an ANOVA on the data set. Show all calculations, table of results, and state your conclusion. b) Use the Bonferroni-Holm (regardless of whether part "a" is significant or not) to examine all pairwise comparisons. Show all your calculations and state your conclusions.

Construct a graph that best demonstrates the underlying trend of the following data about eagles in the US. What are the two locations that show the lowest proportion of Avian Pox?   Location Total Eagles Eagles with Avian Pox Northeast 121 8 Southeast 283 12 North Central 541 28 South Central 501 36 Northwest 343 24 Southwest 112 20 Alaska 503 8   Construct a very simple bar graph that best demonstrates the number of injuries that occurred for each sport.    Sport Injuries Baseball 165,842 Basketball 501,251 Bowling 20,878 Football 451,961 Ice Hockey 19,035 Soccer 208,214 Softball 121,175 Tennis 23,611 Volleyball 60,159

Use the bar graph from the World View "GDP per Capita around the World" to answer one question. 63,080 United 47,090 States 44,940 Germany Canada 41,310 Japan 30,600 percent South Korea GDP per Capita (2018) (in U.S. dollars) 21,600 Saudi Arabia 11,124 10,230 9,460 9,180 World average Russia China Mexico 7,480 Cuba 2.020 1,960 India Nigeria 800 790 Haiti Ethiopia In 1980, America's GDP per capita was approximately $30,000 (measured in today's dollars). How much higher in percentage terms was America's GDP per capita in 2018? Instructions: Enter your response as a percentage rounded to one decimal place. Use the following equation to measure percentage change: (New value - Old value) ÷ Old value x 100.

Consider the data set below       65, 86, 69, 71, 51, 82, 57, 86, 59, 59, 62, 73, 74, 108, 78, 78, 79, 84, 88, 91, 106, 107, 98, 102   Use the following classes to form a frequency table for this data.   Include relative frequency, cumulative frequency, and cumulative relative frequency.   48 to 55  56 to 63  64 to 71  72 to 79 80 to 87 88 to 95 96 to 103 104 to 111