Triplicate Ratio of 𝟐∶𝟑 Explained with Example | CUET, SSC, CA Foundation, SAT, GMAT

🤔 What Is the Triplicate Ratio of 𝟐∶𝟑?

The triplicate ratio is a powerful ratio transformation used in advanced aptitude problems — especially in exams where speed and accuracy matter.

Let’s explore this using the example 𝟐∶𝟑.

❓ Question:

The triplicate ratio of 𝟐∶𝟑 is ❓

🎥This video breaks down how to compute the triplicate ratio and where you’ll find it in competitive exams.

The triplicate ratio of 2 : 3 is ?

📘 Where This Concept Is Used:

🇮🇳 Indian Exams:

• CUET (Quantitative Aptitude)

• CA Foundation / CMA Foundation

• SSC CGL / CHSL / GD

• Bank Exams (IBPS PO/Clerk, SBI, RBI)

• CMAT

• RRB NTPC / JE / ALP

• NDA / CDS / AFCAT

• State PSCs (UPPSC, TNPSC, MPPSC, etc.)

🌍 International Exams:

• SAT (Math Section)

• ACT (Math)

• GMAT (Quantitative Aptitude)

• GRE (Quant)

• IB Math / IGCSE Math

• ACCA Foundations

• CPA (Basic math applications)

✅ Pro Tip:

Triplicate ratio = cube each term of the given ratio.

If the original ratio is 𝑎∶𝑏, then the triplicate ratio is 𝑎³∶𝑏³.

🧪 Try Yourself:

Find the triplicate ratio of 𝟑∶𝟒 and simplify your answer.

Drop your answer in the comments below or test yourself before watching the solution!