Question

8) How many ways can JANE, LORNA, JAM, IAN and TRISH can be seated around a table such that Jam and Ian never sit together? A. 12 B. 6 C. 24 D. 8 9) On a buffet, there are 10 different appetizers from which to choose. The appetizers are arranged on a revolving tray. How many ways can the appetizers be organized? A. 345,220 B. 320,640 C. 382,890 D. 362,880 10) Solve and simplify $(5^2) \cdot C(8,2)$? A. 640 B. 325 C. 700 D. 28 11) Evaluate: $C(5,3) \cdot C(8,2) + C(4,3)$? A. 280 B. 10 C. 284 D. 4

          8) How many ways can JANE, LORNA, JAM, IAN and TRISH can be seated around a table such that Jam and Ian never sit together?
A. 12
B. 6
C. 24
D. 8
9) On a buffet, there are 10 different appetizers from which to choose. The appetizers are arranged on a revolving tray. How many ways can the appetizers be organized?
A. 345,220
B. 320,640
C. 382,890
D. 362,880
10) Solve and simplify $(5^2) \cdot C(8,2)$?
A. 640
B. 325
C. 700
D. 28
11) Evaluate: $C(5,3) \cdot C(8,2) + C(4,3)$?
A. 280
B. 10
C. 284
D. 4

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8) How many ways can JANE, LORNA, JAM, IAN and TRISH can be seated around a table such that Jam and Ian never sit together?
A. 12
B. 6
C. 24
D. 8
9) On a buffet, there are 10 different appetizers from which to choose. The appetizers are arranged on a revolving tray. How many ways can the appetizers be organized?
A. 345,220
B. 320,640
C. 382,890
D. 362,880
10) Solve and simplify (5^2) · C(8,2)?
A. 640
B. 325
C. 700
D. 28
11) Evaluate: C(5,3) · C(8,2) + C(4,3)?
A. 280
B. 10
C. 284
D. 4

Added by Chelsea M.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Madhur L

07/05/2023

Step 1

To find the number of ways the five people can be seated around a table such that Jam and Ian never sit together, we can use the principle of complementary counting. Show more…

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8) How many ways can JANE, LORNA, JAM, IAN, and TRISH be seated around a table such that Jam and Ian never sit together? 12 C. 24 9) @raacbuffet, there are 10 different appetizers from which to choose. The appetizers are arranged on a revolving tray. 345,220 How many ways can the appetizers be organized? B. 320,640 C. 382,890 D. 362,880 10) Solve and simplify (52) - C(8,2) ~ 640 B. 325 700 D. 28 11) Evaluate: C(5,3) * C(8,2) + C(4,3) 280 B. 10 C. 284 D.

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