Question

complete the cross quantile puzzle by finding the specified measures of position use linear interpolation in filling the boxes disregard the decimal point for example 14.3 should be written as 143 given scores 5 7 12 14 15 22 25 30 36 42 53 65 ​

Answer 1

The correct answers for position of P54=54/100(n+1) making use of linear interpolation are:

• 1. 30-25=5
• 2. 5(0.02)=0.1
• 3. 25+0.1=25.1

Calculations and Parameters:

Given the set of values given, to complete the puzzle,

Across

2. Position of D7=7/10(n+1)

• =7/10(12+1)
• =7/10(13)
• =91/10
• =9.1

Linear Interpolation

• 1. 42+36=6
• 2. 6(0.1)=0.6
• 3. 36+0.6=36.6
• 4. Position of P65=65/100(n+1)

• =65/100(12+1)
• =65/100(13)
• =845/100
• =8.45

• 1. 36-30=6
• 2. 6(0.45)=2.7
• 3. 30+2.7=32.7
• 8. Position of P90=90/100(n+1)

• =90/100(12+1)
• =90/100(13)
• =1 170/100
• =11.7
• 1. 65+53=12
• 2. 12(0.7)=8.4
• 3. 53+8.4=61.4

9. Position of P9=9/100(n+1)

• =9/100(12+1)
• =9/100(13)
• =117/100
• =1.17

• 1. 7-5=2
• 2. 2(0.17)=0.34
• 3. 5+0.34=5.34

Down

• 1. Position of Q2=½(n+1)
• =½(12+1)
• =½(13)
• =13/2
• =6.5
• 1. 25-22=3
• 2. 3(0.5)=1.5
• 3. 22+1.5=23.5

• 3. Position of P90=90/100(n+1)
• =90/100(12+1)
• =90/100(13)
• =1 170/100
• =11.7

• 1. 65+53=12
• 2. 12(0.7)=8.4
• 3. 53+8.4=61.4

• 5. Position of P40=40/100(n+1)
• =40/100(12+1)
• =40/100(13)
• =520/100
• =5.2

• 1. 22-15=7
• 2. 7(0.2)=1.4
• 3.15+1.4=16.4

• 6. Position of P52=52/100(n+1)
• =52/100(12+1)
• =52/100(13)
• =676/100
• =6.76

• 1. 25-22=3
• 2. 3(0.76)=2.28
• 3. 22+2.28=24.28

• 7. Position of P54=54/100(n+1)
• =54/100(12+1)
• =54/100(13)
• =702/100
• =7.02

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