To determine how many students have scored above the 60th percentile, follow these steps: 1. Understand Percentile: The 60th percentile is the value below which 60% of the data falls. This means that 40% of the data lies above the 60th percentile. 2. Calculate the Number of Students: – Let ( N ) be the total number of students. – The number of students who scored above the 60th percentile is ( 0.40 times N ). 3. Example Calculation: – If there are 100 students, then ( 0.40 times 100 = 40 ) students scored above the 60th percentile. 4. General Formula: text{Number of students above 60th percentile} = 0.40 times N *Final Answer*: {0.40 times N}
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To determine how many students have scored above the 60th percentile, follow these steps: 1. Understand Percentile: The 60th percentile is the value below which 60% of the data falls. This means that 40% of the data lies above the 60th percentile. 2. Calculate the Number of Students: – Let ( N ) be the total number of students. – The number of students who scored above the 60th percentile is ( 0.40 times N ). 3. Example Calculation: – If there are 100 students, then ( 0.40 times 100 = 40 ) students scored above the 60th percentile. 4. General Formula: text{Number of students above 60th percentile} = 0.40 times N *Final Answer*: {0.40 times N}