500 रुपयांवरील द.सा.द.शे. 10 टक्

1.	500 रुपयांवरील द.सा.द.शे. 10 टक्के चक्रवाढ व्याज दराने 2 वर्षाची रास व 3 वर्षाची रास यातील फरक किती
Answer» Given: 500 रुपयांवरील द.सा.द.शे. 10 टक्के चक्रवाढ व्याज दराने 2 वर्षाची रास व 3 वर्षाची रास यातील फरक किती To find: फरक किती Solution: The sum of money, P = Rs. 500 The rate of interest, R = 10% p.a. Compound Interest for 2 years: The no. of years, N = 2 years $A = P [1 + \frac{R}{100} ]^n$ $\implies A = 500 [1 + \frac{10}{100} ]^2$ $\implies A = 500 \times [\frac{110}{100} ]^2$ $\implies A = 500 \times [1.1]^2$ $\implies A = 605$ and $C.I. = A - P = 605 - 500 = <klux>105</klux>$ Compound Interest for 3 years: The no. of years, n = 3 years $A = P [1 + \frac{R}{100} ]^n$ $\implies A = 500 [1 + \frac{10}{100} ]^3$ $\implies A = 500 \times [\frac{110}{100} ]^3$ $\implies A = 500 \times [1.1]^3$ $\implies A = 665.50$ and $C.I. = A - P = 665.50 - 500 = 165.50$ Now, The required difference is, = C.I.₃ - C.I.₂ = Rs. 165.50 - Rs. 105 = Rs. 60.50 Thus, the difference between the compound interest for 2 years and 3 years at the rate of 10% on Rs.500 is → Rs. 60.50. -------------------------------------------------------------------------------------------- Also View: Find the difference between CI and SI on RS 5000 for 1 YEAR at 2% PA if the interest is COMPOUNDED half-yearly brainly.in/question/13304173 Find the difference between the simple interest and compound interest on Rs. 16000 for 3/2 years at 5% per annum, compound interest being reckoned half-yearly. brainly.in/question/895898 *What will be the compound interest on 5,000, if it is compounded half-yearly for 1 year 6 months at 8% per annum?** brainly.in/question/12296626

500 रुपयांवरील द.सा.द.शे. 10 टक्के चक्रवाढ व्याज दराने 2 वर्षाची रास व 3 वर्षाची रास यातील फरक किती

Answer»

Given:

500 रुपयांवरील द.सा.द.शे. 10 टक्के चक्रवाढ व्याज दराने 2 वर्षाची रास व 3 वर्षाची रास यातील फरक किती

To find:

फरक किती

Solution:

The sum of money, P = Rs. 500

The rate of interest, R = 10% p.a.

Compound Interest for 2 years:

The no. of years, N = 2 years

$A = P [1 + \frac{R}{100} ]^n$

$\implies A = 500 [1 + \frac{10}{100} ]^2$

$\implies A = 500 \times [\frac{110}{100} ]^2$

$\implies A = 500 \times [1.1]^2$

$\implies A = 605$

and

$C.I. = A - P = 605 - 500 = <klux>105</klux>$

Compound Interest for 3 years:

The no. of years, n = 3 years

$A = P [1 + \frac{R}{100} ]^n$

$\implies A = 500 [1 + \frac{10}{100} ]^3$

$\implies A = 500 \times [\frac{110}{100} ]^3$

$\implies A = 500 \times [1.1]^3$

$\implies A = 665.50$

and

$C.I. = A - P = 665.50 - 500 = 165.50$

Now,

The required difference is,

= C.I.₃ - C.I.₂

= Rs. 165.50 - Rs. 105

= Rs. 60.50

Thus, the difference between the compound interest for 2 years and 3 years at the rate of 10% on Rs.500 is → Rs. 60.50.

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Also View:

Find the difference between CI and SI on RS 5000 for 1 YEAR at 2% PA if the interest is COMPOUNDED half-yearly

brainly.in/question/13304173

Find the difference between the simple interest and compound interest on Rs. 16000 for 3/2 years at 5% per annum, compound interest being reckoned half-yearly.

brainly.in/question/895898

What will be the compound interest on *5,000, if it is compounded half-yearly for 1 year 6 months at 8% per annum?

brainly.in/question/12296626