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Answered on 01 Mar Learn Arithmetic Progression
Kalaiselvi
Online Mathematics tutor with 4 years experience(Online Classes for 10th to 12th)
Answered on 16 Apr Learn Arithmetic Progression
Sadika
To show that the above equation
read lessAnswered on 16 Apr Learn Arithmetic Progression
Sadika
To find the common difference (d) of an arithmetic progression (AP), you can use the formula:
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Answered on 16 Apr Learn Arithmetic Progression
Sadika
To find out how many terms of the arithmetic progression 45,39,33,…45,39,33,… must be taken so that their sum is 180180, we can use the formula for the sum of the first nn terms of an arithmetic progression:
Answered on 16 Apr Learn Arithmetic Progression
Sadika
In an arithmetic progression
read lessAnswered on 16 Apr Learn Arithmetic Progression
Sadika
Let's denote the four consecutive numbers in the arithmetic progression
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Answered on 16 Apr Learn Arithmetic Progression
Sadika
The difference between any two terms in an arithmetic progression (AP) is constant and equal to the common difference (d).
read lessAnswered on 16 Apr Learn Arithmetic Progression
Sadika
In this arithmetic progression, the common difference is
read lessAnswered on 16 Apr Learn Arithmetic Progression
Sadika
Let's denote the sum of the first nn terms of the first arithmetic progression
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Answered on 16 Apr Learn Arithmetic Progression
Sadika
Let's denote the first term of the arithmetic progression (AP) as a and the common difference as d
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