The 30 major league baseball teams are evenly split between the Cactus (AZ) and Grapefruit (FL) leagues. Game attendance simulates the local economy. They want to know if there was a difference in average ticket sales between 2016 and 2017 for the AZ Cactus League. The first 5 observations of the data table and two different analyses in R are provided. ***NOTE: only one analysis is correct.*** Use the output to answer the following question. Do these data provide evidence that the average ticket sales differ in 2016 and 2017?  Using the correct output, provide the conclusion in the context of the problem that clearly answers the researchers’ question. You must include hypotheses and statistical evidence to support your conclusions.  DATA TABLE (First 5 observations)  Team Location Year 2016 Year 2017 Cubs Mesa 15,078 14,818 Giants Scottsdale 11,106 10,140 Diamondbacks Scottsdale 11,066 10,049 Dodgers Glendale 10,389 9,217 Rockies Scottsdale 9,242 8,999 ANALYSIS ONE:  ANALYSIS TWO:  Data Reference: http://www.springtrainingconnection.com/

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When you evaluate the integral ∫8e4y dy{“version”:”1.1″,”math”:”∫8e4y dy”}, you will get an answer in the form shown below: ∫8e4y dy = AeBy+C{“version”:”1.1″,”math”:”∫8e4y dy = AeBy+C”} Blank 1: Type the integer value for A. Blank 2: Type the integer value for B. _______ _______

Find the area of the shaded region for the function y=x-3{“version”:”1.1″,”math”:”y=x-3″} on the interval shown below from x=0 to x=16{“version”:”1.1″,”math”:”x=0 to x=16″}:

Evaluate the integral: ∫8×2+x-4 dx{“version”:”1.1″,”math”:”∫8×2+x-4 dx”}

In order to evaluate this definite integral, which integral below would you need to use? ∫01x+9 dx{“version”:”1.1″,”math”:”∫01x+9 dx”}