Understanding the Indian number system (lakh, crore) and its relationship to the international system (million, billion) is essential for finance, exams, and daily use.
India uses a unique number grouping system: after the first 3 digits (hundreds), numbers are grouped in 2s (thousands, lakhs, crores), while the international system groups everything in 3s (thousands, millions, billions).
0.1 lakh = ? 1 lakh = 1,00,000 0.1 lakh = 1,00,000 Γ 0.1 = 10,000 (Ten Thousand)
100000 spelling: 1,00,000 = One Lakh (Indian system) 100,000 = One Hundred Thousand (International system) Both refer to the same number.
10 crore in number: 1 crore = 1,00,00,000 (7 zeros) 10 crore = 10,00,00,000 = 100,000,000 (8 zeros)
How many zeros in 1 crore? 1 crore = 1,00,00,000 β 7 zeros
| Indian | Value | International |
|---|---|---|
| 1 lakh | 1,00,000 | 100 thousand |
| 10 lakh | 10,00,000 | 1 million |
| 1 crore | 1,00,00,000 | 10 million |
| 10 crore | 10,00,00,000 | 100 million |
| 100 crore | 1,00,00,00,000 | 1 billion |
10 million = 10,000,000 = 1 crore 10 million to lakh = 100 lakh
Memory trick: 1 million = 10 lakh, 1 billion = 100 crore
ΒΌ kg = 0.25 kg = 250 grams
Common use: Recipes, grocery shopping, medical dosing
111 Γ· 3 = 37
Verification: 37 Γ 3 = 111 β
Method:
Alternative: 111 = 90 + 21 = (3Γ30) + (3Γ7) = 3 Γ 37
1 million = 10 lakh, so 1.2 million = **12 lakh**.
What is a Like Fraction and the LSA of a Cuboid?
Learn the definition of Like Fractions with examples. Also, find the formula for the Lateral Surface Area (LSA) of a Cuboid in geometry.
What is the Value of log(β)?
What is the value of log infinity? Log(β) = β (infinity). Learn why the logarithm function has no upper bound and how this limit is understood mathematically.
After 15 Years Mary's Age will be Four Times her Present Age
Solve the classic linear equation word problem: 'After 15 years, Mary's age will be four times her present age. What is her present age?'
Standard Algebraic Mathematical Identities
Learn the most important standard algebraic mathematical identities (like (a+b)^2) that every student must know to solve algebra problems quickly.
MathXL Answers β Study Guide, Practice Problems & Tips for Every Topic
MathXL answers β study guide covering algebra, geometry, statistics, calculus, fractions, equations & step-by-step practice problems with homework tips.
Turn this guide into revision flashcards, a practice exam, or an AI-generated podcast β free, no signup required.