# SSC CGL Exam (Tier-I): Quantitative Aptitude: SI and CI: Concepts & Free Online Practice Set

Staff Selection Commission conducts Combined Graduate Level Exam for the recruitment to the different Group ‘B’ and Group ‘C’ posts.

Staff Selection Commission (SSC) is going to conduct Combined Graduate Level (CGL) Exam for the recruitment to the different **Group ‘B’** and **Group ‘C’** posts in various Ministries of India. Jagranjosh.com has come up with **SSC CGL Exam (Tier-I): Quantitative Aptitude: SI and CI: Concepts & Free Online Practice Set. **Here, we provide concepts along with Free Online Practice Set to make the ease of students in cracking these questions in exam.

**Simple Interest**

**Definition:**

If a person X borrows some money from another person Y for a certain period, then after that specified period, X (borrower) has to return the borrowed money with some additional money. This additional money that X (borrower) has to pay is called** Interest**. The actual borrowed money is called **Principal **or **Sum**. The Principle and interest together is called **amount**, and the time for which X the borrower has been used the borrowed money is called the **time**. The interest that X has to pay for every 100 rupees each year is called **rate percent per annum.**

If the interest on a sum borrowed for a certain period is reckoned uniformly, then it is called **Simple Interest **and it is denoted by** S.I.**

**FORMULAE:**

Let Principle = P, Rate =R% per annum, and Time = T years. Then

Now,

Simple Interest + Principle = Amount

If we denote the amount by ’A’, then

** Solved Example**

**Example:**What will be the simple interest on Rs. 78,000 at 10% per annum for 9 years?

**Solution:**Here, given that

Principal (P) =78,000

Rate (R) = 10%

Time (T) = 9 years

Now, we know that

Therefore, the simple interest on Rs. 78,000 at 10% per annum for 9 years will be Rs. 70, 200.

**Compound Interest**

When the borrower X and the lender Y agrees to fix up a certain time for example yearly, half yearly or quarterly to settle the previous money, then the difference between the amount and the money borrowed is said to be the Compound Interest and it denoted by C.I. In these calculations, principal for the second unit of time is the amount of first unit of time and so on.

**Some important facts and formulae**

Let Principal = P, Time = n years

**Example: **What will be the Compound Interest on Rs. 5000 at 5% per annum for 3 years, compounded annually?

**Example. **What is the compound interest on Rs. 12000 in 4 years at 20 % per annum, the interest being compounded half yearly.

**Solution.** Given that,

Principal = Rs. 12000, Rate = 20% per annum, Time = 4 years