ariana, boris, cecile, and diego are students in the service club. three of the four students will be chosen…

ariana, boris, cecile, and diego are students in the service club. three of the four students will be chosen to attend a conference. which choice represents the sample space, s, for this event? o s = {abc, abd, acd, bcd} o s = {abc, bca, cda, dac} o s = {abc, abd, bac, bda, acd, adc, bcd, bdc} o s = {abc, abd, acd, bca, bcd, bdc, cab, cbd, dac, dbc}

ariana, boris, cecile, and diego are students in the service club. three of the four students will be chosen to attend a conference. which choice represents the sample space, s, for this event? o s = {abc, abd, acd, bcd} o s = {abc, bca, cda, dac} o s = {abc, abd, bac, bda, acd, adc, bcd, bdc} o s = {abc, abd, acd, bca, bcd, bdc, cab, cbd, dac, dbc}

Answer

Answer:

A. S = {ABC, ABD, ACD, BCD}

Explanation:

Step1: Understand the problem

We need to find combinations of 3 - student groups from 4 students.

Step2: Recall combination concept

Order of selection doesn't matter in sample - space for this event.

Step3: List combinations

If students are Ariana (A), Boris (B), Cecile (C), and Diego (D), combinations are ABC, ABD, ACD, BCD. Other options have repeated combinations when order doesn't matter (e.g., ABC and BCA are the same group in this context).