Free worksheet
Large Numbers Around Us (lakhs and crores) · Class 7
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Large Numbers Around Us (lakhs and crores) · English
Name: ____________________Date: ____________
Questions
How many lakhs make one crore?
Write 3 lakh 25 thousand in digits.
One town has 12,45,000 people and another has 8,60,000. How many more people live in the first town?
Answer key
- 100 — 1 crore = 1,00,00,000 and 1 lakh = 1,00,000, so 1 crore = 100 lakh.
- 325000 — 3,00,000 + 25,000 = 3,25,000.
- 385000 — 12,45,000 − 8,60,000 = 3,85,000.
हमारे आसपास बड़ी संख्याएँ (लाख और करोड़) · हिन्दी
नाम: ____________________तारीख़: ____________
प्रश्न
एक करोड़ में कितने लाख होते हैं?
3 लाख 25 हज़ार को अंकों में लिखो।
एक नगर में 12,45,000 लोग हैं और दूसरे में 8,60,000। पहले नगर में कितने ज़्यादा लोग हैं?
उत्तर
- 100 — 1 करोड़ = 1,00,00,000 और 1 लाख = 1,00,000, तो 1 करोड़ = 100 लाख।
- 325000 — 3,00,000 + 25,000 = 3,25,000।
- 385000 — 12,45,000 − 8,60,000 = 3,85,000।
आपल्या आजूबाजूच्या मोठ्या संख्या (लाख आणि कोटी) · मराठी
नाव: ____________________दिनांक: ____________
प्रश्न
एका कोटीत किती लाख असतात?
3 लाख 25 हजार अंकांत लिहा.
एका नगरात 12,45,000 लोक आहेत आणि दुसऱ्यात 8,60,000. पहिल्या नगरात किती जास्त लोक आहेत?
उत्तरे
- 100 — 1 कोटी = 1,00,00,000 आणि 1 लाख = 1,00,000, म्हणून 1 कोटी = 100 लाख.
- 325000 — 3,00,000 + 25,000 = 3,25,000.
- 385000 — 12,45,000 − 8,60,000 = 3,85,000.
A worked example
Write 4,07,50,000 in words, and in the international system.
- Indian system, commas after the first three digits from the right and then every two: 4 crore 7 lakh 50 thousand.
- International system, commas every three digits: 40,750,000, which is 40 million 750 thousand.
Answer: four crore seven lakh fifty thousand = forty million seven hundred fifty thousand. Check: 4 × 1,00,00,000 + 7 × 1,00,000 + 50,000 = 4,07,50,000, and 1 crore = 10 million.
The common mistake
Mixing the two comma patterns, such as 40,75,0000. Count from the right: Indian 3, then 2, 2, 2; international 3, 3, 3.
In the NCERT book
Ganita Prakash Part I, Class 7 (Reprint 2026-27), Chapter 1: Large Numbers Around Us, pages 1 to 38. Open the chapter (PDF).
Practise this topic online: 3 questions, marked as you go, with a hint after a wrong answer.
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