What is the remaining percentage of students who chose soccer (40%) and basketball (8%) compared to the total survey?

What is the remaining percentage of students who chose soccer (40%) and basketball (8%) compared to the total survey?

• A. 52%
• B. 60%
• C. 62%
• D. 64%

Answer: (D)

To determine the remaining percentage of students who chose soccer and basketball, you first need to add the percentages of students who selected each sport. In this scenario, 40% of students chose soccer and 8% chose basketball. Adding these two percentages together yields: 40% (soccer) + 8% (basketball) = 48% Now, to find the remaining percentage of students who did not choose soccer or basketball, you subtract the total percentage of students who chose either sport from 100%: 100% - 48% = 52% However, the question specifically asks for the remaining percentage of students, which typically refers to those who chose neither soccer nor basketball. After solving, we find that 52% of students chose neither sport, leaving you with the remaining audience who preferred other sports or activities. Unfortunately, the answer provided does not align with this calculation; it would seem there was an oversight considering the math. The remaining percentage based on the students who chose soccer and basketball is actually 52%.

To determine the remaining percentage of students who chose soccer and basketball, you first need to add the percentages of students who selected each sport. In this scenario, 40% of students chose soccer and 8% chose basketball.

Adding these two percentages together yields:

40% (soccer) + 8% (basketball) = 48%

Now, to find the remaining percentage of students who did not choose soccer or basketball, you subtract the total percentage of students who chose either sport from 100%:

100% - 48% = 52%

However, the question specifically asks for the remaining percentage of students, which typically refers to those who chose neither soccer nor basketball. After solving, we find that 52% of students chose neither sport, leaving you with the remaining audience who preferred other sports or activities.

Unfortunately, the answer provided does not align with this calculation; it would seem there was an oversight considering the math. The remaining percentage based on the students who chose soccer and basketball is actually 52%.