Graduate Management Admission Test (GMAT) Practice Test

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Study for the Graduate Management Admission Test (GMAT) with multiple-choice questions and detailed explanations. Enhance your preparation with practice flashcards and hints. Get ready for your GMAT exam!

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What is the total number of ways to pair a soprano with a tenor?

The correct answer is: 6

To determine the total number of ways to pair a soprano with a tenor, it's essential to first clarify the scenario. Let's say there are three sopranos and two tenors available for pairing. For each soprano, there are options to pair with either of the two tenors. This means: - The first soprano can pair with either tenor 1 or tenor 2 (2 choices). - The second soprano also has the same 2 choices. - The third soprano again has the same 2 choices. Therefore, to find the total number of unique pairings, you multiply the number of sopranos by the number of choices available for each. Since there are three sopranos and two tenors, the calculation is as follows: Total number of pairings = Number of sopranos x Number of tenors Total number of pairings = 3 (sopranos) x 2 (tenors) = 6. This situation shows that there are indeed six distinct ways to pair a soprano with a tenor, confirming that the answer provided is correct. The significance lies in understanding that pairing involves a multiplication of choices based on the selections available for each role.