In what time the simple intrest accured on a sum of 35000 at the rate of 13% per annum becomes 27300?

"Meritnation cleared my concepts amazingly. I can study anytime, anywhere and I can allot as much time as I want to study my favourite subjects."

Umang Mangal Class 10 Gyan Bharti School, New Delhi

"Meritnation is so easy and convenient to use. The website has zero complications and it's a one-stop solution for all my learning needs."

Shaurya Sharma Class 12 Birla Vidya Niketan, New Delhi

"These classes are so good & interactive. Explanation & Clarity of the topics are just awesome. Interaction between the lecturer and us students is cordial and friendly. I am able to understand the topics well."

Shivangi Lubana Class XI Modern Vidya Niketan, Faridabad

"I don't need to carry my books or stationery since Meritnation has everything. The badges boosted my confidence and morale. My parents don't need to constantly worry about my studies anymore."

Shagun Mudgal Class 9 The Banyan Tree, New Delhi

"NCERT and textbook solutions is revolutionary for me. It helped me answer textbook questions faster than ever"

Nidhi Fogaat Class 10 St Mary's School, New Delhi

SCERT AP 7th Class Maths Solutions Pdf Chapter 7 Ratio and Proportion Ex 7.7 Textbook Exercise Questions and Answers.

AP State Syllabus 7th Class Maths Solutions 7th Lesson Ratio and Proportion Ex 7.7

Question 1. Calculate the simple interest accrued on a sum oR 12600, at the rate of 9% per annum for 2 years. Answer: Given principle = ₹ 12600 Time = 2 years Rate of Interest = 9%

∴ Simple Interest = ₹ 2268

Question 2. Calculate the simple interest accrued for 3 years and the total amount on a sum of ₹ 85000, at the rate of 11% per annum. Answer: Given Principle = ₹ 85000 Time = 3 years Rate of Interest = 11%

Simple Interest = ₹ 28,050 Total amount = Principle + Interest = 85000 + 28050

∴ Total amount = ₹ 1,13,050

Question 3. In what time will ₹ 45000 amounts to ₹ 63000, If the simple Interest Is calculated 10% per annum? Answer: Method 1: Given principle = ₹ 45000 Rate of Interest = 10% Amount = ₹ 63000 Let the time = x years

Interest = ₹ 4500 x Amount = Principle + Interest = 45000 + 4500x = 63000 = 4500x = 63000 – 45000 = 18000 ⇒ x = \(\frac{18000}{4500}\) = 4

∴ Time = 4 years

Method 2: Given A = ₹ 63000; P = ₹ 45000; R = 10%; T=?

So I = A – P = 63000 – 45000 = ₹ 18000

But I = \(\frac{\text { PTR }}{100}\) ⇒ 18000 = \(\frac{45000 \times T \times 10}{100}\)

∴ T = \(\frac{18000 \times 100}{45000 \times 10}\) = 4 years

Question 4. On a certain amount at the rate of 12% per annum for time 3 years the toti1 interest becomes ₹ 18000. What is the principal amount? Answer: Given Rate of Interest = 12% Time.= 3 years Interest = ₹ 18000 Let Principle = ₹ x

∴ Principle = ₹ 50,000

Question 5. In what time the simple interest accrued on a sum of?35000 at the rate of 13% per annum becomes?27300? Answer: Given Principle = ₹ 35000 ; Rate of Interest = 13% ; Time = x years Interest = ₹ 27300 .

Time = 6 years