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Lesson Posted on 24/04/2019 Learn Compound Interest

Compound Interest

Ravi Kumar Mumbai

I am an experienced and qualified professional with over 8 years of teaching experience in teaching physics...

Compound Interest Important concepts of Compound Interest The money is said to be compounded, if the interest at the end of a year or some other fixed period which has fallen due is not paid to lender but is added to the principal, so that the amount at the end of this period becomes the principal... read more

Compound Interest

 

Important concepts of Compound Interest

 

  1. The money is said to be compounded, if the interest at the end of a year or some other fixed period which has fallen due is not paid to lender but is added to the principal, so that the amount at the end of this period becomes the principal for the next period. This process is repeated until the amount for the last period has been obtained.
  2. Some entities such as population, the height of a tree, weight and height of a child, increase in magnitude over a period of time. The function of increase is called growth. Growth per unit of time is called the rate of Growth.

More about Compound Interest

 

  1. In case of compound interest, the principal increases
    1. after every year, if compounded annually
    2. after every six months, if compounded half yearly
  • after every four months, if compounded quarterly

 

  1. On the same sum and at the same rate of interest compounded yearly,
    1. the C.I of 2nd year is always more than the C.I of 1st
    2. I. of 3rd year is more than C.I of 2nd year.

 

  1. On the same sum and at the same rate of interest compounded half-yearly,
    1. the C.I of 2nd half year is always more than the C.I of 1st half-year.
    2. I. of 3rd half-year is more than C.I of 2nd half-year.

 

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Answered on 07/12/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

Sreedevi Addepalli

Teacher

Time period gets doubled and Rate become half.
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Answered on 27/11/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

Kumar P.

A=P(1+r/100)^n. Where, A is amount, P is Principal , r is rate p.a., n is nos. of years.
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Answered on 22/11/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

Shikha Yadav

Proper Understanding and Constant Practice will make you Pro

Compound interest = Amount +Principal. One and a half year can be calculated as 3 and half years.
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Answered on 21/11/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

RAM MOHAN A.

TEACHING IS MY PASSION-I STILL STRIVE TO BETTER MY TEACHING ABILITIES

The period is 2 years. Very simple solution 30000 - 30000=4347 = = > 30000=34347 ==> = 34347/30000 ==> = [ (100+7)/100 ) power 2==> n=2
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Answered on 23/11/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

Shikha Yadav

Proper Understanding and Constant Practice will make you Pro

Amount = =/25*25*25 =Rs 35123.20 CI = Rs 35123.2+ Rs 25000= Rs 10,123.20.
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Answered on 23/11/2016 Learn Compound Interest +2 Mathematics Class IX-X Tuition

Shikha Yadav

Proper Understanding and Constant Practice will make you Pro

Compound interest is the interest to the principal sum i.e., Compound interest = Principal of last year + Amount Amount = (1+r%) to the power n, number of years.
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