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Natural Numbers and Whole Numbers — Flashcards

ICSE · Class 6 · Mathematics

25 flashcards for Natural Numbers and Whole Numbers (ICSE Class 6 Mathematics) to test yourself on key terms and facts.

91 questions25 flashcards8 formulas & key relations5 concepts

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25 Flashcards·
Successor and PredecessorNatural vs Whole NumbersDistributive Property
Card 1Successor and Predecessor

What is the successor of 4099?

Answer

The successor of a number is obtained by adding 1 to it. Step: 4099 + 1 = 4100 Answer: 4100…

Card 2Successor and Predecessor

What is the predecessor of 4330?

Answer

The predecessor of a number is obtained by subtracting 1 from it. Step: 4330 - 1 = 4329 Answer: 4329…

Card 3Natural vs Whole Numbers

Is 0 a natural number? Why or why not?

Answer

No, 0 is not a natural number. Natural numbers are used for counting objects in nature (like 1 apple, 2 books). Since we cannot count 'zero' things in real life, 0 is not included in natural numbers.

Card 4Natural vs Whole Numbers

Is every natural number a whole number? Is every whole number a natural number?

Answer

Yes, every natural number is a whole number because whole numbers include all natural numbers and 0. But no, not every whole number is a natural number. Example: 0 is a whole number but not a natura…

Card 5Distributive Property

Solve using distributive property: 397 × 7 + 397 × 3

Answer

We use the distributive property: a × b + a × c = a × (b + c) Here, 397 is common. Step 1: 397 × (7 + 3) Step 2: 397 × 10 Step 3: 3970 Answer: 3970…

Card 6Distributive Property

Solve: 479 × 87 + 479 × 13

Answer

Using distributive property: a × b + a × c = a × (b + c) Here, 479 is common. Step 1: 479 × (87 + 13) Step 2: 479 × 100 Step 3: 47900 Answer: 47900…

Card 7Distributive Property

Evaluate: 828 × 101 - 828

Answer

We can write 828 as 828 × 1 So, 828 × 101 - 828 × 1 Using distributive property: a × b - a × c = a × (b - c) Step 1: 828 × (101 - 1) Step 2: 828 × 100 Step 3: 82800 Answer: 82800…

Card 8Distributive Property

Solve: 664 × 32 - 664 × 7

Answer

Using distributive property: a × b - a × c = a × (b - c) Here, 664 is common. Step 1: 664 × (32 - 7) Step 2: 664 × 25 Step 3: 664 × 25 = 664 × (100/4) = (664 × 100)/4 = 66400/4 = 16600 Answer: 1660…

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Frequently Asked Questions

What are the important topics in Natural Numbers and Whole Numbers for ICSE Class 6 Mathematics?
Key topics in Natural Numbers and Whole Numbers include Natural Numbers, Whole Numbers, Successor and Predecessor, Properties of Whole Numbers. Study these first, then practise questions on each for Class 6 exams.
How many flashcards are available for Natural Numbers and Whole Numbers?
There are 25 flashcards for Natural Numbers and Whole Numbers covering key definitions, facts and ideas. A few sample cards are shown on this page.
How should I revise Natural Numbers and Whole Numbers for Class 6 exams?
Learn the core ideas first, then work through the 91 practice questions on Natural Numbers and Whole Numbers. Revise definitions regularly and use flashcards for quick recall before the exam.

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