Installments on Simple Interest and Compound Interest Case

Installments on Simple Interest and Compound Interest Case

Miscellaneous instances of Installments on Simple Interest and Compound Interest

: To determine the installment whenever interest is charged on SI

A phone that is mobile readily available for ?2500 or ?520 down re re re payment accompanied by 4 month-to-month equal installments. In the event that interest rate is 24%p.a. SI, determine the installment.

Installments on Simple Interest and Compound Interest Sol: this is certainly one fundamental question. You need to simply make use of the formula that is above determine the total amount of installment.

Consequently, x = P (1 + nr/100)/ (n + n(n-1)/2 * r/100))

Right Here P = 2500 – 520 = 1980

Thus, x = 1980(1 + 15 * 12/ 1200)/ (4 + 4* 3* 12/ 2 * 12 * 100)

= ?520

Installments on Simple Interest and Compound Interest Case 2: To determine the installment whenever interest is charged on CI

Just exactly exactly What yearly payment will discharge a financial obligation of ?7620 due in 36 months at 16 2/3% p.a. Compounded interest?

Installments on Simple Interest and Compound Interest Sol: once more, we are going to utilize the formula that is following

P (1 + r/100) n = X (1 + r/100) n-1 + X (1 + r/100) n-2 + X (1 + r/100) n-3 +…. + X (1 + r/100)

7620(1+ 50/300) 3 = x (1 + 50/300) 2 + x (1 + 50/300) + x

12100.2778 = x (1.36111 + 1.1667 + 1)

X = ?3430

Installments on Simple Interest and Compound Interest Case 3: To determine loan quantity whenever interest charged is Compound Interest

Ram borrowed cash and came back it in 3 equal quarterly installments of ?17576 each. Just What amount he’d lent in the event that interest rate ended up being 16 p.a. Compounded quarterly?

Installments on Simple Interest and Compound Interest Sol: in this situation, we are going to utilize value that is present even as we need certainly to discover the initial amount lent by Ram.

Since, P = X/ (1 + r/100) n ………X/ (1 + r/100) 2 + X/ (1 + r/100)

Consequently, P = 17576/ (1 + 4/100) 3 + 17576/ (1 + 4/100) 2 + 17576/ (1 + 4/100)

= 17576 (0.8889 + 0.92455 + 0.96153)

= 17576 * 2774988

= 48773.1972

Installments on Simple Interest and Compound Interest Case 4: Gopal borrows ?1,00,000 from the bank at 10% p.a. Simple interest and clears your debt in 5 years. In the event that installments compensated at the conclusion regarding the very first, 2nd, third and fourth years to clear the debt are ?10,000, ?20,000, ?30,000 and ?40,000 correspondingly, exactly what quantity must certanly be paid at the conclusion regarding the year that is fifth clear your debt?

Installments on Simple Interest and Compound Interest Sol: Total principal amount left after 5 th 12 months http://www.samedayinstallmentloans.net/ = 100000 – (10000 + 20000 + 30000 + 40000) = 100000 – 100000 = 0

Consequently, only interest component has got to be compensated when you look at the last installment.

Ergo, Interest when it comes to year that is first (100000 * 10 * 1) /100 =?10000

Interest for the year that is second (100000 – 10000) * 10/ 100 = ?9000

Interest for the year that is third (100000 – 10000 – 20000) * 10/ 100 = ?7000

Interest when it comes to 4th year = (100000 – 10000 – 20000 – 30000) * 10/ 100 = ?4000

Hence, Amount that need to paid within the installment that is fifth (10000 + 9000 + 7000 + 4000) = ?30000

Installments on Simple Interest and Compound Interest Case 5: a quantity of ?12820 due in three years, thus is completely paid back in three yearly installments beginning after 12 months. 1st installment is ? the next installment therefore the 2nd installment is 2 /3 associated with the 3rd installment. If interest rate is 10% p.a. Get the very first installment.

Installments on Simple Interest and Compound Interest Sol: allow the 3rd installment be x.

Since, second installment is 2 /3 of this 3rd, it’ll be 2 /3x. Last but not least, 1 st installment is likely to be ? * 2 /3 *x

Now continuing within the fashion that is similar we did earlier in the day and utilizing the element interest formula to determine the installment quantity.

P (1 + r/100) n = X (1 + r/100) n-1 + X (1 + r/100) n-2 + X (1 + r/100) n-3 +…. + X (1 + r/100)

12820 (1 + 10/100) 3 = ?X (1 + 10/100) 2 + ?X (1 + 10/100) 1 + X

12820(1.1) 3 = x (?(1.1) 2 + ?(1.1) + 1)

­­­17063.42 = x(0.40333 + 0.55 + 1)

17063.42 = x* 1.953333

­­­­X = ?8735.53

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