Question

Suppose Texas A & M University—Commerce has five scholarships available for the women’s basketball team. The head coach provided the two assistant coaches with the names of 10 high school players with potential to play at the university. Each assistant coach attended three games and then ranked the 10 players with respect to potential. To explain, the first coach ranked Norma Tidwell as the best player among the 10 scouted and Jeannie Black the worst.

	Rank, by Assistant Coach							Rank, by Assistant Coach
Player	Jean Cann			John Cannelli			Player	Jean Cann	John Cannelli
Cora Jean Seiple		7			5		Candy Jenkins	3	1
Bette Jones		2			4		Rita Rosinski	5	7
Jeannie Black		10			10		Anita Lockes	4	2
Norma Tidwell		1			3		Brenda Towne	8	9
Kathy Marchal		6			6		Denise Ober	9	8

Complete the rank table.

State the decision rule at the.05 significance.

Compute the T-value

Answer 1

AMSWER Rane by John Canne li Player Rarr d2 by Jeanan COre jean seiple 4 5 Bette jones 0 Jeannie Black 0 4 NoTmal Tiduell 3 Kathy Marcha G 3 Candy jenkins Rita Rocncki 7 S -8 4 Anitha Lockes Brenda 1ouDDe 8 Donise obe By the Speamans Rank coTrelation coefficient 6 Σα &X26 0 (102-1) |- 6x26 olg9) |- 156 990 0.6 0.84 that Strong positive assoeiation of indicates 0.84 tbe vamables

Nul hypothes9 o Rank coelation in populaton is zero Atenative hypothesis H Pasitive association between the rankings. decuion ula is reject nu hypotheis value t is '>1860 o-0S SIqniflcance evel an 8 degrees of freedam One taRled test 10-a 8 - ID-a o.84 1-Co-ey)2 0.8y 1-04056 4.38 nul hypathesig so it 19 Teaonabe 1860 eje ct the agsoiation between the to conclude +ve that theae is Tancs Thanking you ** KX-K