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Tournament Ranking Beginner-Intermediate Worksheet: Focus on common variations practice Tournament Ranking BEGINNER INTERMEDIATE

Level up your Tournament Ranking skills! You're at Worksheet 4 of 10 (33% through this series). This step-up challenge worksheet features 20 beginner-intermediate-level problems with a focus on common variations practice. Topics covered: tournament ranking for competitive exams, how to solve tournament ranking, tournament ranking tricks.

📝 Worksheet 4 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner Intermediate level

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Worksheet 4 of 10 (33% complete)

Question 1

Tournament participants: Riley, Ines, Vaishali, Neeraj Given the following clues: 1. Riley is younger than Ines 2. Ines is younger than Vaishali 3. Vaishali is younger than Neeraj 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Riley is 16 years old. Determine Ines's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Riley → Ines → Vaishali → Neeraj

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Riley=x, Ines=x+5, Vaishali=x+10, Neeraj=x+15

Step 3: From clue 5, Riley (the 1st (youngest)) = 16
Therefore, x + 0 = 16
Solving: x = 16 - 0 = 16

Step 4: All ages are:
• Riley = 16
• Ines = 21
• Vaishali = 26
• Neeraj = 31

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

Question 2

Tournament participants: Heidi, Aryan, Prasanna, Yash Given the following clues: 1. Heidi is younger than Aryan 2. Aryan is younger than Prasanna 3. Prasanna is younger than Yash 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Aryan is 28 years old. Determine Yash's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Heidi → Aryan → Prasanna → Yash

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Heidi=x, Aryan=x+3, Prasanna=x+6, Yash=x+9

Step 3: From clue 5, Aryan (the 2nd) = 28
Therefore, x + 3 = 28
Solving: x = 28 - 3 = 25

Step 4: All ages are:
• Heidi = 25
• Aryan = 28
• Prasanna = 31
• Yash = 34

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

Question 3

Tournament participants: Shlok, Niyati, Kalpana, Gopal Given the following clues: 1. Shlok is younger than Niyati 2. Niyati is younger than Kalpana 3. Kalpana is younger than Gopal 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Shlok is 21 years old. Determine Kalpana's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Shlok → Niyati → Kalpana → Gopal

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Shlok=x, Niyati=x+4, Kalpana=x+8, Gopal=x+12

Step 3: From clue 5, Shlok (the 1st (youngest)) = 21
Therefore, x + 0 = 21
Solving: x = 21 - 0 = 21

Step 4: All ages are:
• Shlok = 21
• Niyati = 25
• Kalpana = 29
• Gopal = 33

Step 5: Kalpana is the 3rd.
Therefore, Kalpana = 29

Question 4

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

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Vasudha=x, Anshul=x+5, Bhaskar=x+10, Damian=x+15

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

Step 4: All ages are:
• Vasudha = 17
• Anshul = 22
• Bhaskar = 27
• Damian = 32

Step 5: Vasudha is the 1st (youngest).
Therefore, Vasudha = 17

Question 5

Tournament participants: Gianna, Peter, Parker, George Given the following clues: 1. Gianna is younger than Peter 2. Peter is younger than Parker 3. Parker is younger than George 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Gianna is 21 years old. Determine George's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Gianna → Peter → Parker → George

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Gianna=x, Peter=x+4, Parker=x+8, George=x+12

Step 3: From clue 5, Gianna (the 1st (youngest)) = 21
Therefore, x + 0 = 21
Solving: x = 21 - 0 = 21

Step 4: All ages are:
• Gianna = 21
• Peter = 25
• Parker = 29
• George = 33

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

Question 6

Tournament participants: Kaveri, Karuna, Hari, Dev Given the following clues: 1. Kaveri is younger than Karuna 2. Karuna is younger than Hari 3. Hari is younger than Dev 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Hari is 33 years old. Determine Kaveri's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Kaveri → Karuna → Hari → Dev

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Kaveri=x, Karuna=x+4, Hari=x+8, Dev=x+12

Step 3: From clue 5, Hari (the 3rd) = 33
Therefore, x + 8 = 33
Solving: x = 33 - 8 = 25

Step 4: All ages are:
• Kaveri = 25
• Karuna = 29
• Hari = 33
• Dev = 37

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

Question 7

Tournament participants: Elena, Gunjan, Jivika, Devanshi Given the following clues: 1. Elena is younger than Gunjan 2. Gunjan is younger than Jivika 3. Jivika is younger than Devanshi 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Elena is 21 years old. Determine Devanshi's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Elena → Gunjan → Jivika → Devanshi

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Elena=x, Gunjan=x+3, Jivika=x+6, Devanshi=x+9

Step 3: From clue 5, Elena (the 1st (youngest)) = 21
Therefore, x + 0 = 21
Solving: x = 21 - 0 = 21

Step 4: All ages are:
• Elena = 21
• Gunjan = 24
• Jivika = 27
• Devanshi = 30

Step 5: Devanshi is the 4th (oldest).
Therefore, Devanshi = 30

Question 8

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

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

Step 3: From clue 5, Ankit (the 3rd) = 29
Therefore, x + 10 = 29
Solving: x = 29 - 10 = 19

Step 4: All ages are:
• Samyukta = 19
• Soren = 24
• Ankit = 29
• Caleb = 34

Step 5: Samyukta is the 1st (youngest).
Therefore, Samyukta = 19

Question 9

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

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Emily=x, Nidhi=x+4, Leo=x+8, Neha=x+12

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

Step 4: All ages are:
• Emily = 19
• Nidhi = 23
• Leo = 27
• Neha = 31

Step 5: Nidhi is the 2nd.
Therefore, Nidhi = 23

Question 10

Tournament participants: Sebastian, Charlotte, Ian, Sakshi Given the following clues: 1. Sebastian is younger than Charlotte 2. Charlotte is younger than Ian 3. Ian is younger than Sakshi 4. Each person is exactly 3 years older than the person immediately younger than them. 5. Charlotte is 28 years old. Determine Ian's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Sebastian → Charlotte → Ian → Sakshi

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Sebastian=x, Charlotte=x+3, Ian=x+6, Sakshi=x+9

Step 3: From clue 5, Charlotte (the 2nd) = 28
Therefore, x + 3 = 28
Solving: x = 28 - 3 = 25

Step 4: All ages are:
• Sebastian = 25
• Charlotte = 28
• Ian = 31
• Sakshi = 34

Step 5: Ian is the 3rd.
Therefore, Ian = 31

Question 11

Tournament participants: Shlok, Kush, Beatrice, Amrita Given the following clues: 1. Shlok is younger than Kush 2. Kush is younger than Beatrice 3. Beatrice is younger than Amrita 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Amrita is 33 years old. Determine Beatrice's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Shlok → Kush → Beatrice → Amrita

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Shlok=x, Kush=x+4, Beatrice=x+8, Amrita=x+12

Step 3: From clue 5, Amrita (the 4th (oldest)) = 33
Therefore, x + 12 = 33
Solving: x = 33 - 12 = 21

Step 4: All ages are:
• Shlok = 21
• Kush = 25
• Beatrice = 29
• Amrita = 33

Step 5: Beatrice is the 3rd.
Therefore, Beatrice = 29

Question 12

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

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Giselle=x, Bjorn=x+5, Benjamin=x+10, Isla=x+15

Step 3: From clue 5, Bjorn (the 2nd) = 30
Therefore, x + 5 = 30
Solving: x = 30 - 5 = 25

Step 4: All ages are:
• Giselle = 25
• Bjorn = 30
• Benjamin = 35
• Isla = 40

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

Question 13

Tournament participants: Sophie, Srishti, Riley, Rajiv Given the following clues: 1. Sophie is younger than Srishti 2. Srishti is younger than Riley 3. Riley is younger than Rajiv 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Srishti is 20 years old. Determine Riley's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Sophie → Srishti → Riley → Rajiv

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Sophie=x, Srishti=x+4, Riley=x+8, Rajiv=x+12

Step 3: From clue 5, Srishti (the 2nd) = 20
Therefore, x + 4 = 20
Solving: x = 20 - 4 = 16

Step 4: All ages are:
• Sophie = 16
• Srishti = 20
• Riley = 24
• Rajiv = 28

Step 5: Riley is the 3rd.
Therefore, Riley = 24

Question 14

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

Step 2: From clue 4, each consecutive person differs by exactly 3 years.
So if youngest = x, then: Connor=x, Yashaswi=x+3, Kailash=x+6, Amrita=x+9

Step 3: From clue 5, Yashaswi (the 2nd) = 25
Therefore, x + 3 = 25
Solving: x = 25 - 3 = 22

Step 4: All ages are:
• Connor = 22
• Yashaswi = 25
• Kailash = 28
• Amrita = 31

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

Question 15

Tournament participants: Tanmay, Brandon, Gabriel, Allison Given the following clues: 1. Tanmay is younger than Brandon 2. Brandon is younger than Gabriel 3. Gabriel is younger than Allison 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Allison is 34 years old. Determine Tanmay's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Tanmay → Brandon → Gabriel → Allison

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

Step 3: From clue 5, Allison (the 4th (oldest)) = 34
Therefore, x + 15 = 34
Solving: x = 34 - 15 = 19

Step 4: All ages are:
• Tanmay = 19
• Brandon = 24
• Gabriel = 29
• Allison = 34

Step 5: Tanmay is the 1st (youngest).
Therefore, Tanmay = 19

Question 16

Tournament participants: Neelam, Jitendra, Vivek, Paisley Given the following clues: 1. Neelam is younger than Jitendra 2. Jitendra is younger than Vivek 3. Vivek is younger than Paisley 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Paisley is 28 years old. Determine Vivek's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Neelam → Jitendra → Vivek → Paisley

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Neelam=x, Jitendra=x+4, Vivek=x+8, Paisley=x+12

Step 3: From clue 5, Paisley (the 4th (oldest)) = 28
Therefore, x + 12 = 28
Solving: x = 28 - 12 = 16

Step 4: All ages are:
• Neelam = 16
• Jitendra = 20
• Vivek = 24
• Paisley = 28

Step 5: Vivek is the 3rd.
Therefore, Vivek = 24

Question 17

Tournament participants: Jude, Gopal, Freya, Allison Given the following clues: 1. Jude is younger than Gopal 2. Gopal is younger than Freya 3. Freya is younger than Allison 4. Each person is exactly 4 years older than the person immediately younger than them. 5. Jude is 20 years old. Determine Allison's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Jude → Gopal → Freya → Allison

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Jude=x, Gopal=x+4, Freya=x+8, Allison=x+12

Step 3: From clue 5, Jude (the 1st (youngest)) = 20
Therefore, x + 0 = 20
Solving: x = 20 - 0 = 20

Step 4: All ages are:
• Jude = 20
• Gopal = 24
• Freya = 28
• Allison = 32

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

Question 18

Tournament participants: Rajesh, Gianna, Vineet, Sarika Given the following clues: 1. Rajesh is younger than Gianna 2. Gianna is younger than Vineet 3. Vineet is younger than Sarika 4. Each person is exactly 5 years older than the person immediately younger than them. 5. Gianna is 20 years old. Determine Vineet's age.
Step 1: From clues 1-3, the age order from youngest to oldest is:
Rajesh → Gianna → Vineet → Sarika

Step 2: From clue 4, each consecutive person differs by exactly 5 years.
So if youngest = x, then: Rajesh=x, Gianna=x+5, Vineet=x+10, Sarika=x+15

Step 3: From clue 5, Gianna (the 2nd) = 20
Therefore, x + 5 = 20
Solving: x = 20 - 5 = 15

Step 4: All ages are:
• Rajesh = 15
• Gianna = 20
• Vineet = 25
• Sarika = 30

Step 5: Vineet is the 3rd.
Therefore, Vineet = 25

Question 19

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

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Prem=x, Harrison=x+4, Leon=x+8, Tarun=x+12

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

Step 4: All ages are:
• Prem = 21
• Harrison = 25
• Leon = 29
• Tarun = 33

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

Question 20

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

Step 2: From clue 4, each consecutive person differs by exactly 4 years.
So if youngest = x, then: Colton=x, Brandon=x+4, Anmol=x+8, Manpreet=x+12

Step 3: From clue 5, Brandon (the 2nd) = 22
Therefore, x + 4 = 22
Solving: x = 22 - 4 = 18

Step 4: All ages are:
• Colton = 18
• Brandon = 22
• Anmol = 26
• Manpreet = 30

Step 5: Colton is the 1st (youngest).
Therefore, Colton = 18
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