WebDec 24, 2024 · An equal number of juniors and seniors are trying out for six spots : Problem Solving (PS) Forum Home GMAT Quantitative Problem Solving (PS) Unanswered Active Topics Decision Tracker My Rewards New posts New comers' posts Events & Promotions Mar 21 Master GMAT Number Properties - The first step to Q51 GMAT … WebFive juniors and four seniors have applied for two open student council positions. School administrators have decided to pick the two new members randomly. What is the …
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WebJan 7, 2024 · Here it is given as five juniors try out i.e we have 5 juniors and 5 seniors since equal number try out for the six spots Now we can have two combination first one - 4 seniors and 2 juniors = 5C4 * 5C2 =50 (We have to keep minimum nos of seniors to 4 as the statement says atleast 4 numbers of seniors are in the team) WebTranscribed Image Text: Five juniors and four seniors have applied for two open student council positions. School administrators have decided to pick the two new members randomly. What is the probability they are both juniors or both seniors? O 0.506 0.569 O 0.395 OO O 0.444 Expert Solution Want to see the full answer? Check out a sample … imdb price is right
There are five seniors in a class. For each situation, write how the ...
WebQuestion: Five juniors and eight seniors have applied for two open student council positions. School administrators have decided to pick the two new members randomly. What is the probability none are seniors? Round to 4 decimal places. Five juniors and eight seniors have applied for two open student council positions. ... WebJul 19, 2024 · Juniors = 6. Seniors = 7. Two council members are to be selected from each group. So, the number of ways this can be done is: n = ⁴C₂×⁵C₂×⁶C₂×⁷C₂. Apply combination formula, and evaluate the product. n = 18900. Each group are to stand together. There are 4! ways to arrange the 4 groups. So, the total number of pictures is ... WebFive juniors and four seniors have applied for two open student council positions. School administrators have decided to pick the two new members randomly. What is the … imdb prey 2022