v(a) No of ice candy sticks used = 3 × n = 3n
(b) No of ice candy sticks used = 4 × n = 4n
(a) No of ice candy sticks used = 3 × n = 3n
(b) No of ice candy sticks used = 4 × n = 4n
No of students in a group = 5
No of students in ‘p’ groups = 5 × p = 5p
No of students in a group = 5
No of students in ‘p’ groups = 5 × p = 5p
Let Arivazhagan’s father’s age be x years
According to the problem,
Arivazhagan’s age = (x – 30) years
Let Arivazhagan’s father’s age be x years
According to the problem,
Arivazhagan’s age = (x – 30) years
(i) Difference between two even numbers = 2
Given that ‘u’ is an even number.
Next, the even number is u + 2.
(ii) Previous even number is u – 2.
Objective Type Questions
(i) Difference between two even numbers = 2
Given that ‘u’ is an even number.
Next, the even number is u + 2.
(ii) Previous even number is u – 2.
Objective Type Questions
- A. can take only a few values
- B. has a fixed value
- C. can take different values
- D. can take only 8 values
(c) can take different values
(c) can take different values
- A. x – 4
- B. 4 – x
- C. 4 + x
- D. 4x
(a) x – 4
(a) x – 4
- A. 30 + w
- B. 30w
- C. 7 + w
- D. 7w
(d) 7w
(d) 7w
(i) f – 5
(ii) \(\frac { s }{ 5 }\)
(iii) 10 less than 2 times m (or) Take away 10 from the product of 2 and m
(iv) n – 7
(v) 17
Hint: p – 5 = 12 ⇒ n = 12 + 5 = 17
(i) f – 5
(ii) \(\frac { s }{ 5 }\)
(iii) 10 less than 2 times m (or) Take away 10 from the product of 2 and m
(iv) n – 7
(v) 17
Hint: p – 5 = 12 ⇒ n = 12 + 5 = 17
(i) False
Hint: 3c + 10
(ii) True
(iii) False
(iv) True
(v) False
Hint: 7y – 7
(i) False
Hint: 3c + 10
(ii) True
(iii) False
(iv) True
(v) False
Hint: 7y – 7
(i) t + 100
(ii) 4q
(iii) 8 – y
(iv) 2x + 56
(v) 9y – 4
(i) t + 100
(ii) 4q
(iii) 8 – y
(iv) 2x + 56
(v) 9y – 4
(i) x divided by 3.
(ii) 12 less to 5 times n.
(iii) 11 added to 10 times x
(iv) 7 times s.
(i) x divided by 3.
(ii) 12 less to 5 times n.
(iii) 11 added to 10 times x
(iv) 7 times s.
Let the number be x; 8 more than the number = 8 + x.
Vetri gave the correct answer as 8 + x.
Let the number be x; 8 more than the number = 8 + x.
Vetri gave the correct answer as 8 + x.
(i) n = 3
n + 10 = 3 + 10 = 13
(ii) g = 300
g – 1 = 300 – 1
= 299
g + 1 = 300 + 1
=301
(iii) 2s – 6 = 30
2s = 30 + 6
2s = 36
s = 36/2
s = 18
(i) n = 3
n + 10 = 3 + 10 = 13
(ii) g = 300
g – 1 = 300 – 1
= 299
g + 1 = 300 + 1
=301
(iii) 2s – 6 = 30
2s = 30 + 6
2s = 36
s = 36/2
s = 18
- A. y = 5
- B. y = 6
- C. y = 7
- D. y = 8
(b) y = 6
Hint: y = 13 – 7 = 6
(b) y = 6
Hint: y = 13 – 7 = 6
- A. n – 6 = 8
- B. 6 – n = 8
- C. 8 – n = 6
- D. n – 8 = 6
(a) n – 6 = 8
(a) n – 6 = 8
9 – 1 = 8
98 – 21 = 77
987 – 321 = 666
9876 – 4321 = 5555
98765 – 54321 = 44444
Next will be 987654 – 654321 = 333333
9 – 1 = 8
98 – 21 = 77
987 – 321 = 666
9876 – 4321 = 5555
98765 – 54321 = 44444
Next will be 987654 – 654321 = 333333
(i) An equilateral triangle has 3 equal sides.
Length of the wire = ‘12s’ cm
Length of each side = \(\frac{12 s}{3}\) cm.
Length of each side of the triangle = 4s cm
(ii) A square has four equal sides.
Length of each side \(\frac{12 s}{4}\) cm
Length of each side of the square 3s cm
(i) An equilateral triangle has 3 equal sides.
Length of the wire = ‘12s’ cm
Length of each side = \(\frac{12 s}{3}\) cm.
Length of each side of the triangle = 4s cm
(ii) A square has four equal sides.
Length of each side \(\frac{12 s}{4}\) cm
Length of each side of the square 3s cm
Find the value of all the variables in the table given above.vk = 3, m = 1, n = 10, a = 9, b = 6, c = 4, x = 4, y = 9
Challenging Problems
k = 3, m = 1, n = 10, a = 9, b = 6, c = 4, x = 4, y = 9
Challenging Problems
Let the age of Kaman be x years
Gopal’s age = x – 8
Ace to the problem, x + x – 8 = 30
2x – 8 = 30
2x = 30 + 8
2x = 38
x = \(\frac{38}{2}\)
x = 19
Age of Kaman = 19 years
Let the age of Kaman be x years
Gopal’s age = x – 8
Ace to the problem, x + x – 8 = 30
2x – 8 = 30
2x = 30 + 8
2x = 38
x = \(\frac{38}{2}\)
x = 19
Age of Kaman = 19 years
(i) How many small size squares are there in each of the rectangles P,Q, R and S? (ii) Fill in the boxes.
v(i) P = 2; Q = 8; R = 6; S = 10

(i) P = 2; Q = 8; R = 6; S = 10
