*द.सा.द.शे 10 % चक्रवाढव्याज द�

1.	द.सा.द.शे 10 % चक्रवाढव्याज दराने 2 वर्षांत 52000 रुपयांची रास 57600 रुपये होते. तर चक्रवाढव्याज किती?1️⃣ ₹ 20002️⃣ ₹ 500003️⃣ ₹56004️⃣ ₹ 52600 .
Answer» Correct QUESTION :- Rs.52000 is deposited at 10% rate compounded annually for 2 years. Find the compound interest ? Solution :- we know that, when rate is compounded annually , Amount = P[1 + (R/100)]^T putting values we GET, → A = 52000 * [1 + (10/100)]² → A = 52000 * [1 + (1/10)]² → A = 52000 * (11/10)² → A = 52000 * (121/100) → A = 520 * 121 → A = Rs.62920 therefore, → CI = A - P → CI = 62920 - 52000 → CI = Rs.10,920 (Ans.) Note :- (If you have written correct values , you can find compound interest DIRECTLY by subtracting Principal from amount , as both values are given. CI = 57600 - 52000 = Rs.5600 ) Learn more :- What is the amount for Rs. 10000 by compound interest at 8% rate for 2 years?* 1) ₹ 5000 2) ₹ 11664 3) ₹ 15664 4) ... brainly.in/question/37827107

द.सा.द.शे 10 % चक्रवाढव्याज दराने 2 वर्षांत 52000 रुपयांची रास 57600 रुपये होते. तर चक्रवाढव्याज किती?1️⃣ ₹ 20002️⃣ ₹ 500003️⃣ ₹56004️⃣ ₹ 52600 .

Answer»

Correct QUESTION :- Rs.52000 is deposited at 10% rate compounded annually for 2 years. Find the compound interest ?

Solution :-

we know that, when rate is compounded annually ,

putting values we GET,

→ A = 52000 * [1 + (10/100)]²

→ A = 52000 * [1 + (1/10)]²

→ A = 52000 * (11/10)²

→ A = 52000 * (121/100)

→ A = 520 * 121

→ A = Rs.62920

therefore,

→ CI = A - P

→ CI = 62920 - 52000

→ CI = Rs.10,920 (Ans.)

Note :-

(If you have written correct values , you can find compound interest DIRECTLY by subtracting Principal from amount , as both values are given.

Learn more :-

What is the amount for Rs. 10000 by compound interest at 8% rate for 2 years?*

1) ₹ 5000

2) ₹ 11664

3) ₹ 15664

4) ...