What is the value of 53 + (-16)?
  • 37
  • 39
  • 35
  • 41
If 54 is one more than 53, what will be the value of 54 + (-16) compared to 53 + (-16)?
  • It will be 1 more than 37
  • It will be 1 less than 37
  • It will be 2 more than 37
  • It will be 2 less than 37
Remove the brackets and write the expression having the same value as 14 + (12 + 10).
  • 14 + 12 + 10
  • 14 + 12 - 10
  • 14 - 12 + 10
  • 14 - (12 + 10)
Which of the following pairs of expressions have the same value?
  • Only A
  • Only B
  • Only C
  • All of the above
Fill in the blanks: 24 + (6 - 4) = 24 + 6 ___
  • -
  • +
  • ×
  • ÷
Strategically, how can you identify which sets of expressions have the same value without evaluating them?
  • By comparing the structure and terms of the expressions
  • By randomly guessing
  • By adding all numbers together
  • By only looking at the first number
Add brackets at appropriate places in the expression 34 – 9 + 12 to get the value 13.
  • (34 – 9) + 12
  • 34 – (9 + 12)
  • 34 – 9 + 12
  • (34 – 9 + 12)
Which of the following expressions is equal to 73 – (14 + 1)?
  • 73 – (14 + 1)
  • 73 – (14 – 1)
  • 73 + (–14 + 1)
  • 73 + (–14 – 1)
If a vegetable cutlet costs ₹43 and a rasgulla costs ₹24, what is the total amount to be paid if two people each order one cutlet and one rasgulla?
  • 43 + 24
  • 2 × 43 + 24
  • 2 × (43 + 24)
  • 43 × 24
Using only reasoning of how terms change their values, fill the blank: 423 + _____ = 419 + _____.
  • 4, 8
  • 2, 6
  • 5, 7
  • 3, 9
Why does Jasoda subtract 10 and add 1 when she needs to subtract 9 from a number?
  • Because subtracting 10 and adding 1 is easier to calculate mentally.
  • Because subtracting 10 and adding 1 gives a different answer.
  • Because subtracting 10 and adding 1 is a rule in mathematics.
  • Because subtracting 10 and adding 1 is faster on a calculator.
What is the value of the expression 2 × (43 + 24)?
  • 2 × 43 + 24
  • 2 × 43 + 2 × 24
  • 2 × (43 + 24)
  • 43 + 24
If another friend joins and orders the same items, what will be the expression for the total amount to be paid?
  • 3 × (43 + 24)
  • 2 × (43 + 24)
  • 43 + 24
  • 3 × 43 + 24
How many scouts and guides are marching in the parade if there are 4 rows of 5 scouts and 3 rows of 5 guides?
  • 20
  • 15
  • 35
  • 25
Which expression represents the total number of scouts and guides marching together?
  • 4 × 5 + 3 × 5
  • 4 × 3 × 5
  • 4 + 3 + 5
  • 4 × 5 × 3 × 5
What is the result of computing 4 × 5 + 3 × 5?
  • 20
  • 15
  • 35
  • 25
Which of the following is the correct value for (4 + 3) × 5?
  • 35
  • 20
  • 15
  • 25
What is the result of 5 × 4 + 3 × 5?
  • 35
  • 25
  • 40
  • 20
Which property is illustrated by the equation 10 × 98 + 3 × 98 = (10 + 3) × 98?
  • Distributive property
  • Associative property
  • Commutative property
  • Identity property
What does the expression 10 × 98 + 3 × 98 represent?
  • The sum of 10 times 98 and 3 times 98
  • The product of 10 and 3
  • The difference between 10 and 3
  • The sum of 98 and 3
What is the simplified result of 14 × 10 – 6 × 10?
  • 8 × 10
  • 20 × 10
  • 14 × 6
  • 6 × 14
What is the general rule stated in the material about multiples of sums and differences?
  • The multiple of a sum (difference) is the same as the sum (difference) of the multiples.
  • The sum of multiples is always greater than the difference.
  • Multiples cannot be added or subtracted.
  • The difference of multiples is always zero.
Which statement best defines an arithmetic expression?
  • A combination of numbers and operations
  • A complete sentence with a verb
  • A comparison using greater than signs
  • A step-by-step solution method
Select the correct meaning of BODMAS in order of operations.
  • Brackets, Orders, Division, Multiplication, Addition, Subtraction
  • Brackets, Operations, Division, Multiplying, Adding, Simplify
  • Brackets, Orders, Divide, Minus, Add, Simplify
  • Braces, Orders, Division, Multiplication, Addition, Simplify
Which option lists parts of an expression that students should identify?
  • Inputs, outputs, and tables
  • Subjects, verbs, and adjectives
  • Angles, sides, and vertices
  • Terms, operators, and grouping symbols
Plan the steps to evaluate 18 ÷ 3 + 2 × (5 − 1). Which first step is correct?
  • Convert division into subtraction
  • Start with leftmost number
  • Calculate inside the parentheses
  • Add division and multiplication
Which statement correctly compares the values of the two expressions 6 + 2 and 3 × 4?
  • 3 × 4 is smaller because multiplication reduces value
  • 6 + 2 is greater because addition comes first
  • 6 + 2 and 3 × 4 are equal in value
  • 3 × 4 is greater because it multiplies numbers
Which set shows four different ways to make 50 using operations and parentheses?
  • 20 + 30, 80 − 30, 25 + 25, 10 × 5
  • 30 + 20, 90 − 40, 5 × 10, 60 − 5
  • 45 + 5, 70 − 20, 10 × 5, 75 − 35
  • 40 + 10, 100 − 60, 25 × 2, 60 − 10
Evaluate the expression 7 + 8 × 2 using the correct order of operations.
  • 31
  • 23
  • 30
  • 22
What is the value of the expression 100 – (15 + 56)?
  • 29
  • 141
  • 85
  • 71
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