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Tournament Ranking - Absolute-Beginner Level: core concept mastery Tournament Ranking ABSOLUTE BEGINNER

This skill primer 🌟 worksheet focuses on Tournament Ranking - a key topic in Age Based Puzzles. You'll solve 20 absolute-beginner-level problems (Worksheet 1 of 10). The primary focus is on core concept mastery. Master tournament ranking problems, tournament ranking reasoning questions, and tournament ranking practice through systematic practice.

📝 Worksheet 1 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Absolute Beginner level

What you'll learn in this worksheet:
Your progress through Tournament Ranking
Worksheet 1 of 10 (0% complete)

Question 1

Tournament participants: Jackson, Sanjana, Satish, Olivia Given the following clues: 1. Jackson is younger than Sanjana 2. Sanjana is younger than Satish 3. Satish is younger than Olivia 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Jackson is 15 years old. Determine Sanjana's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Jackson → Sanjana → Satish → Olivia

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Jackson=x, Sanjana=x+3, Satish=x+6, Olivia=x+9

Step 3: From clue 5, Jackson (the 1st (youngest)) = 15
Therefore, x + 0 = 15
Solving: x = 15 - 0 = 15

Step 4: All ages are:
• Jackson = 15
• Sanjana = 18
• Satish = 21
• Olivia = 24

Step 5: Sanjana is the 2nd.
Therefore, Sanjana = 18

Question 2

Tournament participants: Audrey, Eleanor, Somesh, Rishabh Given the following clues: 1. Audrey is younger than Eleanor 2. Eleanor is younger than Somesh 3. Somesh is younger than Rishabh 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Eleanor is 29 years old. Determine Rishabh's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Audrey → Eleanor → Somesh → Rishabh

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Audrey=x, Eleanor=x+5, Somesh=x+10, Rishabh=x+15

Step 3: From clue 5, Eleanor (the 2nd) = 29
Therefore, x + 5 = 29
Solving: x = 29 - 5 = 24

Step 4: All ages are:
• Audrey = 24
• Eleanor = 29
• Somesh = 34
• Rishabh = 39

Step 5: Rishabh is the 4th (oldest).
Therefore, Rishabh = 39

Question 3

Tournament participants: Sanjit, Michael, Rishi, Emmett Given the following clues: 1. Sanjit is younger than Michael 2. Michael is younger than Rishi 3. Rishi is younger than Emmett 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Emmett is 30 years old. Determine Rishi's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Sanjit → Michael → Rishi → Emmett

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Sanjit=x, Michael=x+4, Rishi=x+8, Emmett=x+12

Step 3: From clue 5, Emmett (the 4th (oldest)) = 30
Therefore, x + 12 = 30
Solving: x = 30 - 12 = 18

Step 4: All ages are:
• Sanjit = 18
• Michael = 22
• Rishi = 26
• Emmett = 30

Step 5: Rishi is the 3rd.
Therefore, Rishi = 26

Question 4

Tournament participants: Jasper, Prithvi, Christian, Nicholas Given the following clues: 1. Jasper is younger than Prithvi 2. Prithvi is younger than Christian 3. Christian is younger than Nicholas 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Prithvi is 25 years old. Determine Nicholas's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Jasper → Prithvi → Christian → Nicholas

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Jasper=x, Prithvi=x+4, Christian=x+8, Nicholas=x+12

Step 3: From clue 5, Prithvi (the 2nd) = 25
Therefore, x + 4 = 25
Solving: x = 25 - 4 = 21

Step 4: All ages are:
• Jasper = 21
• Prithvi = 25
• Christian = 29
• Nicholas = 33

Step 5: Nicholas is the 4th (oldest).
Therefore, Nicholas = 33

Question 5

Tournament participants: Connor, Payal, Manas, Suman Given the following clues: 1. Connor is younger than Payal 2. Payal is younger than Manas 3. Manas is younger than Suman 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Payal is 22 years old. Determine Suman's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Connor → Payal → Manas → Suman

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Connor=x, Payal=x+5, Manas=x+10, Suman=x+15

Step 3: From clue 5, Payal (the 2nd) = 22
Therefore, x + 5 = 22
Solving: x = 22 - 5 = 17

Step 4: All ages are:
• Connor = 17
• Payal = 22
• Manas = 27
• Suman = 32

Step 5: Suman is the 4th (oldest).
Therefore, Suman = 32

Question 6

Tournament participants: Michael, John, Bryson, Mayank Given the following clues: 1. Michael is younger than John 2. John is younger than Bryson 3. Bryson is younger than Mayank 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Bryson is 31 years old. Determine Michael's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Michael → John → Bryson → Mayank

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Michael=x, John=x+3, Bryson=x+6, Mayank=x+9

Step 3: From clue 5, Bryson (the 3rd) = 31
Therefore, x + 6 = 31
Solving: x = 31 - 6 = 25

Step 4: All ages are:
• Michael = 25
• John = 28
• Bryson = 31
• Mayank = 34

Step 5: Michael is the 1st (youngest).
Therefore, Michael = 25

Question 7

Tournament participants: Damini, Dolly, Ankur, Rylee Given the following clues: 1. Damini is younger than Dolly 2. Dolly is younger than Ankur 3. Ankur is younger than Rylee 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Damini is 19 years old. Determine Rylee's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Damini → Dolly → Ankur → Rylee

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Damini=x, Dolly=x+5, Ankur=x+10, Rylee=x+15

Step 3: From clue 5, Damini (the 1st (youngest)) = 19
Therefore, x + 0 = 19
Solving: x = 19 - 0 = 19

Step 4: All ages are:
• Damini = 19
• Dolly = 24
• Ankur = 29
• Rylee = 34

Step 5: Rylee is the 4th (oldest).
Therefore, Rylee = 34

Question 8

Tournament participants: Manoj, Felix, Harsh, Dilip Given the following clues: 1. Manoj is younger than Felix 2. Felix is younger than Harsh 3. Harsh is younger than Dilip 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Dilip is 27 years old. Determine Manoj's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Manoj → Felix → Harsh → Dilip

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Manoj=x, Felix=x+4, Harsh=x+8, Dilip=x+12

Step 3: From clue 5, Dilip (the 4th (oldest)) = 27
Therefore, x + 12 = 27
Solving: x = 27 - 12 = 15

Step 4: All ages are:
• Manoj = 15
• Felix = 19
• Harsh = 23
• Dilip = 27

Step 5: Manoj is the 1st (youngest).
Therefore, Manoj = 15

Question 9

Tournament participants: Navin, Ishika, Vinod, Louis Given the following clues: 1. Navin is younger than Ishika 2. Ishika is younger than Vinod 3. Vinod is younger than Louis 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Ishika is 26 years old. Determine Louis's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Navin → Ishika → Vinod → Louis

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Navin=x, Ishika=x+3, Vinod=x+6, Louis=x+9

Step 3: From clue 5, Ishika (the 2nd) = 26
Therefore, x + 3 = 26
Solving: x = 26 - 3 = 23

Step 4: All ages are:
• Navin = 23
• Ishika = 26
• Vinod = 29
• Louis = 32

Step 5: Louis is the 4th (oldest).
Therefore, Louis = 32

Question 10

Tournament participants: Krishna, Theodore, Zane, Somesh Given the following clues: 1. Krishna is younger than Theodore 2. Theodore is younger than Zane 3. Zane is younger than Somesh 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Somesh is 30 years old. Determine Zane's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Krishna → Theodore → Zane → Somesh

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Krishna=x, Theodore=x+4, Zane=x+8, Somesh=x+12

Step 3: From clue 5, Somesh (the 4th (oldest)) = 30
Therefore, x + 12 = 30
Solving: x = 30 - 12 = 18

Step 4: All ages are:
• Krishna = 18
• Theodore = 22
• Zane = 26
• Somesh = 30

Step 5: Zane is the 3rd.
Therefore, Zane = 26

Question 11

Tournament participants: Jagdish, Vaibhav, Christopher, Caroline Given the following clues: 1. Jagdish is younger than Vaibhav 2. Vaibhav is younger than Christopher 3. Christopher is younger than Caroline 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Vaibhav is 18 years old. Determine Jagdish's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Jagdish → Vaibhav → Christopher → Caroline

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Jagdish=x, Vaibhav=x+3, Christopher=x+6, Caroline=x+9

Step 3: From clue 5, Vaibhav (the 2nd) = 18
Therefore, x + 3 = 18
Solving: x = 18 - 3 = 15

Step 4: All ages are:
• Jagdish = 15
• Vaibhav = 18
• Christopher = 21
• Caroline = 24

Step 5: Jagdish is the 1st (youngest).
Therefore, Jagdish = 15

Question 12

Tournament participants: Bhuvnesh, Kumud, Thomas, Nirmala Given the following clues: 1. Bhuvnesh is younger than Kumud 2. Kumud is younger than Thomas 3. Thomas is younger than Nirmala 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Kumud is 23 years old. Determine Nirmala's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Bhuvnesh → Kumud → Thomas → Nirmala

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Bhuvnesh=x, Kumud=x+4, Thomas=x+8, Nirmala=x+12

Step 3: From clue 5, Kumud (the 2nd) = 23
Therefore, x + 4 = 23
Solving: x = 23 - 4 = 19

Step 4: All ages are:
• Bhuvnesh = 19
• Kumud = 23
• Thomas = 27
• Nirmala = 31

Step 5: Nirmala is the 4th (oldest).
Therefore, Nirmala = 31

Question 13

Tournament participants: Jasper, Skylar, Lalita, Jahnavi Given the following clues: 1. Jasper is younger than Skylar 2. Skylar is younger than Lalita 3. Lalita is younger than Jahnavi 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Lalita is 24 years old. Determine Skylar's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Jasper → Skylar → Lalita → Jahnavi

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Jasper=x, Skylar=x+3, Lalita=x+6, Jahnavi=x+9

Step 3: From clue 5, Lalita (the 3rd) = 24
Therefore, x + 6 = 24
Solving: x = 24 - 6 = 18

Step 4: All ages are:
• Jasper = 18
• Skylar = 21
• Lalita = 24
• Jahnavi = 27

Step 5: Skylar is the 2nd.
Therefore, Skylar = 21

Question 14

Tournament participants: Vivian, Levi, Shashi, Beatrice Given the following clues: 1. Vivian is younger than Levi 2. Levi is younger than Shashi 3. Shashi is younger than Beatrice 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Vivian is 25 years old. Determine Beatrice's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Vivian → Levi → Shashi → Beatrice

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Vivian=x, Levi=x+5, Shashi=x+10, Beatrice=x+15

Step 3: From clue 5, Vivian (the 1st (youngest)) = 25
Therefore, x + 0 = 25
Solving: x = 25 - 0 = 25

Step 4: All ages are:
• Vivian = 25
• Levi = 30
• Shashi = 35
• Beatrice = 40

Step 5: Beatrice is the 4th (oldest).
Therefore, Beatrice = 40

Question 15

Tournament participants: Sarthak, Natalie, Niyati, Sandeep Given the following clues: 1. Sarthak is younger than Natalie 2. Natalie is younger than Niyati 3. Niyati is younger than Sandeep 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Natalie is 29 years old. Determine Sarthak's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Sarthak → Natalie → Niyati → Sandeep

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Sarthak=x, Natalie=x+5, Niyati=x+10, Sandeep=x+15

Step 3: From clue 5, Natalie (the 2nd) = 29
Therefore, x + 5 = 29
Solving: x = 29 - 5 = 24

Step 4: All ages are:
• Sarthak = 24
• Natalie = 29
• Niyati = 34
• Sandeep = 39

Step 5: Sarthak is the 1st (youngest).
Therefore, Sarthak = 24

Question 16

Tournament participants: Urvashi, Raul, Bjorn, Raelynn Given the following clues: 1. Urvashi is younger than Raul 2. Raul is younger than Bjorn 3. Bjorn is younger than Raelynn 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Raul is 24 years old. Determine Raelynn's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Urvashi → Raul → Bjorn → Raelynn

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Urvashi=x, Raul=x+4, Bjorn=x+8, Raelynn=x+12

Step 3: From clue 5, Raul (the 2nd) = 24
Therefore, x + 4 = 24
Solving: x = 24 - 4 = 20

Step 4: All ages are:
• Urvashi = 20
• Raul = 24
• Bjorn = 28
• Raelynn = 32

Step 5: Raelynn is the 4th (oldest).
Therefore, Raelynn = 32

Question 17

Tournament participants: Gunjan, Jack, Jordan, Babita Given the following clues: 1. Gunjan is younger than Jack 2. Jack is younger than Jordan 3. Jordan is younger than Babita 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Jack is 24 years old. Determine Jordan's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Gunjan → Jack → Jordan → Babita

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Gunjan=x, Jack=x+4, Jordan=x+8, Babita=x+12

Step 3: From clue 5, Jack (the 2nd) = 24
Therefore, x + 4 = 24
Solving: x = 24 - 4 = 20

Step 4: All ages are:
• Gunjan = 20
• Jack = 24
• Jordan = 28
• Babita = 32

Step 5: Jordan is the 3rd.
Therefore, Jordan = 28

Question 18

Tournament participants: Nimesh, Gabriel, Ariana, Tucker Given the following clues: 1. Nimesh is younger than Gabriel 2. Gabriel is younger than Ariana 3. Ariana is younger than Tucker 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Ariana is 25 years old. Determine Nimesh's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Nimesh → Gabriel → Ariana → Tucker

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Nimesh=x, Gabriel=x+5, Ariana=x+10, Tucker=x+15

Step 3: From clue 5, Ariana (the 3rd) = 25
Therefore, x + 10 = 25
Solving: x = 25 - 10 = 15

Step 4: All ages are:
• Nimesh = 15
• Gabriel = 20
• Ariana = 25
• Tucker = 30

Step 5: Nimesh is the 1st (youngest).
Therefore, Nimesh = 15

Question 19

Tournament participants: Gael, Evelyn, Ankit, Simran Given the following clues: 1. Gael is younger than Evelyn 2. Evelyn is younger than Ankit 3. Ankit is younger than Simran 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Ankit is 31 years old. Determine Gael's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Gael → Evelyn → Ankit → Simran

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Gael=x, Evelyn=x+5, Ankit=x+10, Simran=x+15

Step 3: From clue 5, Ankit (the 3rd) = 31
Therefore, x + 10 = 31
Solving: x = 31 - 10 = 21

Step 4: All ages are:
• Gael = 21
• Evelyn = 26
• Ankit = 31
• Simran = 36

Step 5: Gael is the 1st (youngest).
Therefore, Gael = 21

Question 20

Tournament participants: Amara, Bina, Jaideep, Xavier Given the following clues: 1. Amara is younger than Bina 2. Bina is younger than Jaideep 3. Jaideep is younger than Xavier 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Amara is 19 years old. Determine Xavier's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Amara → Bina → Jaideep → Xavier

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Amara=x, Bina=x+5, Jaideep=x+10, Xavier=x+15

Step 3: From clue 5, Amara (the 1st (youngest)) = 19
Therefore, x + 0 = 19
Solving: x = 19 - 0 = 19

Step 4: All ages are:
• Amara = 19
• Bina = 24
• Jaideep = 29
• Xavier = 34

Step 5: Xavier is the 4th (oldest).
Therefore, Xavier = 34
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