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Maths Quiz for Class 6: Chapter 1 - Knowing Our Numbers

Quick, free class 6 maths quiz with instant feedback and explanations.

Editorial: Review CompletedCreated By: Madison CapeUpdated Aug 28, 2025
Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Paper art numbers and math symbols on sky blue background promoting class 6 maths quiz chapter 1 knowing our numbers

Use this maths quiz for Class 6 to review Chapter 1: Knowing Our Numbers-place value, reading large numbers, and ordering. Answer 10 quick questions, get instant feedback, and track mistakes so you can improve before a test. Want more practice? Try our grade 6 math questions, take a broader 6th grade math quiz, or go deeper with a rational vs irrational numbers quiz.

What is the successor of 59,999?
60,001
60,000
59,999
59,998
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In the Indian place value system, which place comes immediately to the left of thousands?
Hundred thousands
Lakhs
Hundreds
Ten thousands
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The face value of 9 in 9,482 is
90
9
9000
900
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The place value of 5 in 5,43,210 (Indian system) is
50,000
5,00,000
5,000
500
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The predecessor of 1,00,000 is
1,00,000
99,999
1,00,001
1,01,000
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In 8,07,015, which digit is in the thousands place (Indian system)?
1
8
7
0
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Write 7 lakhs 5 thousand 20 in numerals (Indian system).
7,50,020
7,00,520
7,05,020
7,05,200
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In the International place value system, what is the value of the digit 6 in 46,315,082?
6,000,000
60,000,000
6,000
600,000
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Arrange in ascending order: 98,765; 89,657; 97,856; 87,956
87,956; 89,657; 97,856; 98,765
89,657; 87,956; 97,856; 98,765
97,856; 98,765; 87,956; 89,657
98,765; 97,856; 89,657; 87,956
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Form the greatest 5-digit number using digits 2, 7, 0, 9, 4 without repeating any digit.
97,402
97,420
97,240
97,204
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Round 68,432 to the nearest thousand.
69,000
68,500
68,000
70,000
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Express 3,40,506 in expanded form (Indian system).
3,00,000 + 40,000 + 500 + 6
30,000 + 4,00,000 + 500 + 6
3,00,000 + 40,000 + 50 + 6
3,00,000 + 4,000 + 500 + 6
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Which number is greatest among the correctly written Indian-format numbers below? (Consider only options that have commas placed correctly as per the Indian system.) 3,05,006; 3,5,006; 3,50,006; 3,500,06
3,500,06
3,5,006
3,05,006
3,50,006
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How many 4-digit numbers are there in all?
9999
9000
8999
9001
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Round 5,49,950 to the nearest ten thousand (Indian system).
5,49,900
5,60,000
5,50,000
5,40,000
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Write 12 million 34 thousand 5 in numerals (International system).
12,034,500
12,340,005
12,034,005
12,003,405
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The sum of the place values of 7s in 7,07,070 is
7,00,000 + 7,000 = 7,07,000
7,000 + 70 = 7,070
7,00,000 + 70 = 7,00,070
7,00,000 + 7,000 + 70 = 7,07,070
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Estimate 7,896 + 12,104 by rounding to the nearest thousand for each addend.
8,000 + 12,000 = 20,000
7,000 + 12,000 = 19,000
7,000 + 13,000 = 20,000
8,000 + 13,000 = 21,000
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Between 1,000 and 9,999, how many numbers have 0 in the hundreds place?
9000
1000
900
100
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If 3,25,0y6 is divisible by 2 and 3, then y equals
9
3
5
1
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0

Study Outcomes

  1. Understand Place Value -

    Identify the value of digits in numbers up to seven digits, reinforcing your grasp of units, tens, hundreds, and beyond.

  2. Identify Number Forms -

    Convert between standard, expanded, and word forms of numbers to strengthen your number representation skills.

  3. Compare and Order Numbers -

    Arrange given numbers from smallest to largest (and vice versa) using comparison symbols and place value understanding.

  4. Apply Number Properties -

    Use concepts like commutativity and associativity to solve multiple-choice questions efficiently.

  5. Solve Mental Math Challenges -

    Perform quick addition, subtraction, and rounding exercises with large numbers to build speed and accuracy.

  6. Self-Assess Number Mastery -

    Evaluate your performance on the Knowing Our Numbers quiz to pinpoint strengths and target areas for further practice.

Cheat Sheet

  1. Understanding Place Value vs. Face Value -

    Mastering place value is crucial for acing your Class 6 Maths quiz, as defined by NCERT standards. Face value is the digit itself (e.g., the face value of 5 in 5,432 is 5), while place value depends on its position (5 × 10² = 500 in 5,432). Remember: "Face stays the same, place gives it fame!"

  2. Writing Numbers in Expanded Form -

    Breaking down numbers into sums of their place values reinforces deep number sense for the Knowing Our Numbers quiz. For example, 3,204 = (3×1,000) + (2×100) + (0×10) + (4×1). Practice by converting random four-digit numbers until it becomes second nature.

  3. Comparing and Ordering Numbers -

    Use the "Alligator Method" (>, <, =) from NCTM guidelines: the bigger number wins and "eats" the smaller one. To order numbers, line up digits by place value and compare left to right. For instance, 4,589 > 4,395 because 5 hundreds > 3 hundreds.

  4. Identifying Successor and Predecessor -

    Knowing your number's immediate neighbor is key for rapid mental math. The successor of 679 is 680 (add 1), and the predecessor of 200 is 199 (subtract 1). This simple rule helps answer questions in just seconds on your Class 6 math practice test.

  5. Even, Odd, and Rounding Techniques -

    NCERT's criteria: numbers ending in 0,2,4,6,8 are even; 1,3,5,7,9 are odd. For quick rounding to the nearest ten, look at the units digit: 0 - 4 round down, 5 - 9 round up. E.g., 76 ≈ 80 and 73 ≈ 70 - perfect for estimation questions in a Chapter 1 numbers quiz.

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