A.

PercentILES: Use the table and the given degrees of freedom to identify each percentile or area. 75th Percentile 20TH Percentile df = 61 df =11. Area to the right of 1.25 ... df = 25 BAMBOO WOOD SANDSTONES Fill in the blanks. (1) represents the number of scores that fell below the given value. It is also known as (2) _ For us to determine the percentile of the given distribution, first, (3) the graph of the t-distribution. Second, find the (4 )_ to the right and use (5)_ to locate the t-value of the distribution.Browse the internet and look for a site, a program or software that easily computes for t-values and areas under the t-distribution. Answer the following questions using the t-table then compare your answer using the software. 1. What is the area to the right of 1.5 under the t-distribution with 14 degrees of freedom? 2. What is the area to the right of 2.75 under the t-distribution with 28 degrees of freedom? 3. What is the area to the left of 2.8 under the t-distribution with 5 degrees of freedom? 4. If the degree of freedom is 20, what is the 96th percentile of the t- distribution? 5. In a t-distribution with 13 degrees of freedom, what is the 38th percentile