1 tola = 11.6638 grams. The tola is a traditional Indian unit of mass used to measure gold, silver, and precious metals. It was historically the weight of a British Indian silver rupee coin. Today, 1 tola gold is a common denomination for gold bars and jewellery in South Asia.
1 tola = 11.6638 grams
1 tola = 0.375 troy ounces
10 tola = 1 chhatank ≈ 116.638 grams
Tola is used in India, Pakistan, Nepal, and Bangladesh for gold/silver
1 troy ounce = approximately 2.666 tola
Historically, 1 tola = weight of one silver rupee coin
To convert tola to grams: multiply by 11.6638
To convert grams to tola: divide by 11.6638
The tola (also spelled 'tolah') is an ancient Indian unit of mass.
Historically, 1 tola was defined as the weight of a silver rupee coin under British India (pre-1947).
Traditional weight hierarchy (Indian system):
1 tola = 11.6638 g 2 tola = 23.3276 g 5 tola = 58.319 g 10 tola = 116.638 g 100 tola = 1166.38 g = 1.16638 kg
Grams to Tola: 10 g = 10 ÷ 11.6638 = 0.857 tola 100 g = 100 ÷ 11.6638 = 8.573 tola
Formula: Tola = Grams ÷ 11.6638
Gold is commonly quoted in tola in India, Pakistan, Nepal, and Bangladesh.
If gold price = ₹60,000 per 10 grams: 1 gram = ₹6,000 1 tola = 11.6638 g × ₹6,000 = ₹69,983
Note: Gold prices fluctuate daily. The tola is still the standard unit used by jewellers in North India and Pakistan.
1 troy ounce = 31.103 g = 2.666 tola
1 tola = 11.6638 grams. This is the standard conversion used in India and Pakistan for measuring gold.
10 tola = 10 × 11.6638 = 116.638 grams.
1 tola = 0.375 troy ounces. Or equivalently, 1 troy ounce ≈ 2.666 tola.
Tola is used as a gold measurement unit in India, Pakistan, Nepal, and Bangladesh.
10 tola = 1 chhatank (approximately 116.638 grams).
90 in Roman Numerals — XC
90 in Roman numerals is XC. X (10) placed before C (100) means 100 − 10 = 90. Full explanation with Roman numeral rules and a table of 80 to 100.
⁹C₄ — Combination Value and Formula
Calculate 9C4 (combinations). ⁹C₄ = 9!/(4!×5!) = 126. Step-by-step solution using the combinations formula for Class 11 Maths permutations and combinations.
How Much is 9 CGPA in Percentage?
Easily convert a 9 CGPA into a percentage. Learn the official CBSE formula (CGPA x 9.5) to calculate your final percentage accurately.
a² - b² Formula and a³ + b³ + c³ - 3abc
Learn the complete a² - b² formula and a³ + b³ + c³ - 3abc algebraic identity with derivations and solved examples for CBSE Class 8, 9.
a² − b² Formula
a² − b² = (a+b)(a−b). This difference of squares identity is used to factorise expressions. Proof, examples, and applications included.
Turn this guide into revision flashcards, a practice exam, or an AI-generated podcast — free, no signup required.