XXXVII = 37 in Roman numerals. The value is calculated by adding: X(10) + X(10) + X(10) + V(5) + I(1) + I(1) = 37.
The subtractive rule in Roman numerals applies only to specific pairs: IV(4), IX(9), XL(40), XC(90), CD(400), CM(900). All other numbers use the additive method.
| Symbol | Value |
|---|---|
| I | 1 |
| V | 5 |
| X | 10 |
| L | 50 |
| C | 100 |
| D | 500 |
| M | 1000 |
XXXVII is read left to right using the additive method:
Total = 10 + 10 + 10 + 5 + 1 + 1 = 37
Since no symbol is placed before a larger symbol (no subtraction needed), this is a pure additive calculation.
Break 37 into parts using the largest possible symbols:
| Number | Roman |
|---|---|
| 31 | XXXI |
| 32 | XXXII |
| 33 | XXXIII |
| 34 | XXXIV |
| 35 | XXXV |
| 36 | XXXVI |
| 37 | XXXVII |
| 38 | XXXVIII |
| 39 | XXXIX |
| 40 | XL |
XXXIX = X+X+X+(X before L is wrong here โ actually IX=9) = 30+9 = **39**.
Formulas for Sin C + Sin D and Sin 3ฮธ
Class 11 Math: Memorize the sum-to-product formulas for Trigonometry (Sin C + Sin D) and the multiple angle formula for Sin 3ฮธ.
Basic Trigonometry Questions and Answers
Practice basic trigonometry questions and answers for Class 10 Maths. Solve problems using SOH CAH TOA, trigonometric ratios, and standard angles.
TSA of Cone
TSA of cone = ฯr(l+r) where r = base radius, l = slant height. Lateral surface area = ฯrl. Derivation and solved examples for Class 9 Maths NCERT.
Total Surface Area of Hemisphere โ Formula and Derivation
Learn the formula for Total Surface Area (TSA) and Curved Surface Area (CSA) of a Hemisphere. Understand the derivation with solved examples.
Two Prime Numbers that Differ by 2 are Called?
Learn the name for two prime numbers that differ by 2 โ they are called Twin Primes. Explore examples like (3,5), (11,13), and (17,19).
Turn this guide into revision flashcards, a practice exam, or an AI-generated podcast โ free, no signup required.