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Master Two Clue Chain - Intermediate-Advanced Level Problems Two Clue Chain INTERMEDIATE ADVANCED

Excel in competitive exams with this self assessment worksheet on Two Clue Chain. Worksheet 7 of 10 contains 20 intermediate-advanced-level problems. Target your accuracy improvement skills while practicing two clue chain shortcut methods, two clue chain bank exam questions, and two clue chain ssc cgl.

📝 Worksheet 7 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
Your progress through Two Clue Chain
Worksheet 7 of 10 (66% complete)

Question 1

Yamini is twice as old as Pankaj was 7 years ago. The difference between their ages is 4 years. How old is Yamini?
Let Pankaj's current age = x
Then 7 years ago, Pankaj was (x - 7)
Yamini = 2(x - 7) = 2x - 14
Difference: Yamini - x = (2x - 14) - x = x - 14
Given difference = 4
So x - 14 = 4 → x = 18 = 18
Then Yamini = 2(18 - 7) = 22

Question 2

Dhara is twice as old as Sarita was 5 years ago. The difference between their ages is 3 years. How old is Dhara?
Let Sarita's current age = x
Then 5 years ago, Sarita was (x - 5)
Dhara = 2(x - 5) = 2x - 10
Difference: Dhara - x = (2x - 10) - x = x - 10
Given difference = 3
So x - 10 = 3 → x = 13 = 13
Then Dhara = 2(13 - 5) = 16

Question 3

Sonal is twice as old as Brijesh was 4 years ago. The difference between their ages is 1 years. How old is Sonal?
Let Brijesh's current age = x
Then 4 years ago, Brijesh was (x - 4)
Sonal = 2(x - 4) = 2x - 8
Difference: Sonal - x = (2x - 8) - x = x - 8
Given difference = 1
So x - 8 = 1 → x = 9 = 9
Then Sonal = 2(9 - 4) = 10

Question 4

Jaideep is twice as old as Priya was 7 years ago. The difference between their ages is 2 years. How old is Jaideep?
Let Priya's current age = x
Then 7 years ago, Priya was (x - 7)
Jaideep = 2(x - 7) = 2x - 14
Difference: Jaideep - x = (2x - 14) - x = x - 14
Given difference = 2
So x - 14 = 2 → x = 16 = 16
Then Jaideep = 2(16 - 7) = 18

Question 5

Jahnavi is twice as old as Andrew was 7 years ago. The difference between their ages is 18 years. How old is Jahnavi?
Let Andrew's current age = x
Then 7 years ago, Andrew was (x - 7)
Jahnavi = 2(x - 7) = 2x - 14
Difference: Jahnavi - x = (2x - 14) - x = x - 14
Given difference = 18
So x - 14 = 18 → x = 32 = 32
Then Jahnavi = 2(32 - 7) = 50

Question 6

Shivam is twice as old as Falguni was 7 years ago. The difference between their ages is 20 years. How old is Shivam?
Let Falguni's current age = x
Then 7 years ago, Falguni was (x - 7)
Shivam = 2(x - 7) = 2x - 14
Difference: Shivam - x = (2x - 14) - x = x - 14
Given difference = 20
So x - 14 = 20 → x = 34 = 34
Then Shivam = 2(34 - 7) = 54

Question 7

Gaurav is twice as old as Ivan was 3 years ago. The difference between their ages is 35 years. How old is Gaurav?
Let Ivan's current age = x
Then 3 years ago, Ivan was (x - 3)
Gaurav = 2(x - 3) = 2x - 6
Difference: Gaurav - x = (2x - 6) - x = x - 6
Given difference = 35
So x - 6 = 35 → x = 41 = 41
Then Gaurav = 2(41 - 3) = 76

Question 8

Janvi is twice as old as Chandan was 5 years ago. The difference between their ages is 30 years. How old is Janvi?
Let Chandan's current age = x
Then 5 years ago, Chandan was (x - 5)
Janvi = 2(x - 5) = 2x - 10
Difference: Janvi - x = (2x - 10) - x = x - 10
Given difference = 30
So x - 10 = 30 → x = 40 = 40
Then Janvi = 2(40 - 5) = 70

Question 9

Tyler is twice as old as Aditi was 4 years ago. The difference between their ages is 5 years. How old is Tyler?
Let Aditi's current age = x
Then 4 years ago, Aditi was (x - 4)
Tyler = 2(x - 4) = 2x - 8
Difference: Tyler - x = (2x - 8) - x = x - 8
Given difference = 5
So x - 8 = 5 → x = 13 = 13
Then Tyler = 2(13 - 4) = 18

Question 10

Kai is twice as old as Madison was 4 years ago. The difference between their ages is 13 years. How old is Kai?
Let Madison's current age = x
Then 4 years ago, Madison was (x - 4)
Kai = 2(x - 4) = 2x - 8
Difference: Kai - x = (2x - 8) - x = x - 8
Given difference = 13
So x - 8 = 13 → x = 21 = 21
Then Kai = 2(21 - 4) = 34

Question 11

Saachi is twice as old as Nidhi was 8 years ago. The difference between their ages is 23 years. How old is Saachi?
Let Nidhi's current age = x
Then 8 years ago, Nidhi was (x - 8)
Saachi = 2(x - 8) = 2x - 16
Difference: Saachi - x = (2x - 16) - x = x - 16
Given difference = 23
So x - 16 = 23 → x = 39 = 39
Then Saachi = 2(39 - 8) = 62

Question 12

Jasper is twice as old as Andre was 8 years ago. The difference between their ages is 20 years. How old is Jasper?
Let Andre's current age = x
Then 8 years ago, Andre was (x - 8)
Jasper = 2(x - 8) = 2x - 16
Difference: Jasper - x = (2x - 16) - x = x - 16
Given difference = 20
So x - 16 = 20 → x = 36 = 36
Then Jasper = 2(36 - 8) = 56

Question 13

Ojas is twice as old as Theodore was 6 years ago. The difference between their ages is 28 years. How old is Ojas?
Let Theodore's current age = x
Then 6 years ago, Theodore was (x - 6)
Ojas = 2(x - 6) = 2x - 12
Difference: Ojas - x = (2x - 12) - x = x - 12
Given difference = 28
So x - 12 = 28 → x = 40 = 40
Then Ojas = 2(40 - 6) = 68

Question 14

Charu is twice as old as Payal was 4 years ago. The difference between their ages is 32 years. How old is Charu?
Let Payal's current age = x
Then 4 years ago, Payal was (x - 4)
Charu = 2(x - 4) = 2x - 8
Difference: Charu - x = (2x - 8) - x = x - 8
Given difference = 32
So x - 8 = 32 → x = 40 = 40
Then Charu = 2(40 - 4) = 72

Question 15

Thomas is twice as old as Lata was 8 years ago. The difference between their ages is 4 years. How old is Thomas?
Let Lata's current age = x
Then 8 years ago, Lata was (x - 8)
Thomas = 2(x - 8) = 2x - 16
Difference: Thomas - x = (2x - 16) - x = x - 16
Given difference = 4
So x - 16 = 4 → x = 20 = 20
Then Thomas = 2(20 - 8) = 24

Question 16

Sunita is twice as old as Piper was 5 years ago. The difference between their ages is 14 years. How old is Sunita?
Let Piper's current age = x
Then 5 years ago, Piper was (x - 5)
Sunita = 2(x - 5) = 2x - 10
Difference: Sunita - x = (2x - 10) - x = x - 10
Given difference = 14
So x - 10 = 14 → x = 24 = 24
Then Sunita = 2(24 - 5) = 38

Question 17

Arianna is twice as old as Abigail was 6 years ago. The difference between their ages is 16 years. How old is Arianna?
Let Abigail's current age = x
Then 6 years ago, Abigail was (x - 6)
Arianna = 2(x - 6) = 2x - 12
Difference: Arianna - x = (2x - 12) - x = x - 12
Given difference = 16
So x - 12 = 16 → x = 28 = 28
Then Arianna = 2(28 - 6) = 44

Question 18

Everett is twice as old as Ayush was 8 years ago. The difference between their ages is 3 years. How old is Everett?
Let Ayush's current age = x
Then 8 years ago, Ayush was (x - 8)
Everett = 2(x - 8) = 2x - 16
Difference: Everett - x = (2x - 16) - x = x - 16
Given difference = 3
So x - 16 = 3 → x = 19 = 19
Then Everett = 2(19 - 8) = 22

Question 19

Amira is twice as old as Hana was 4 years ago. The difference between their ages is 20 years. How old is Amira?
Let Hana's current age = x
Then 4 years ago, Hana was (x - 4)
Amira = 2(x - 4) = 2x - 8
Difference: Amira - x = (2x - 8) - x = x - 8
Given difference = 20
So x - 8 = 20 → x = 28 = 28
Then Amira = 2(28 - 4) = 48

Question 20

Phalguni is twice as old as Everly was 4 years ago. The difference between their ages is 1 years. How old is Phalguni?
Let Everly's current age = x
Then 4 years ago, Everly was (x - 4)
Phalguni = 2(x - 4) = 2x - 8
Difference: Phalguni - x = (2x - 8) - x = x - 8
Given difference = 1
So x - 8 = 1 → x = 9 = 9
Then Phalguni = 2(9 - 4) = 10
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