Este es un blog orientado a ayudar a todos aquellos estudiantes, docentes o profesionales del área de la salud, como también dar una breve descripción del la carrera de kinesiología... espero les sea de su ayuda y agrado. saludos.
The table given below lists the values of an initial investment, P = Re. 1 for certain time periods and rates of interest, calculated at both, simple and compound interest. If memorized this would be of great help in time management during the exam, To understand the above discussed concepts, let's try some questions. Solved Questions Questions 1: Find the amount if Rs 20000 is invested at 10% p. a. for 3 years. Solution: Using the formula:A= P [1+ R/100] n A = 20000 [1 + (10/100)] 3 On Solving, we get A = Rs. 26620 Question 2: Find the CI, if Rs 1000 was invested for 1. 5 years at 20% p. compounded half yearly. Solution: As it is said that the interest is compounded half yearly. So, the rate of interest will be halved and time will be doubled. CI = P [1+(R/100)] n - P CI = 1000 [1+(10/100)] 3 - 1000 On Solving, we get CI = Rs. 331 Take this test to check your level of understanding of this topic. Question 3: The CI on a sum of Rs 625 in 2 years is Rs 51. Find the rate of interest. Solution: We know that A = CI + P A = 625 + 51 = 676 Now going by the formula: A = P [1+(R/100)] n 676 = 625 [1+(R/100)] 2 676/625 = [1+(R/100)] 2 We can see that 676 is the square of 26 and 625 is the square of 25 Therefore, (26/25) 2 = [1+(R/100)] 2 26/25 = [1+(R/100)] 26/25 - 1 = R/100 On solving, R = 4% Question 4: A sum of money is put on CI for 2 years at 20%.
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