Question

What is 24th term of the sequence defined by
an=n(n-3)/(n+4)

Answer 1

Answer:bro ur from aakash right and this is fromi tutorweekely test 11

well here is the answer

Step-by-step explanation:

Answer 2

Given :   aₙ = n(n-3)/(n+4)

To find :   24th term of the sequence

Solution:

aₙ = n(n-3)/(n+4)

aₙ  = nth term of sequence

a₁ = 1st term of the sequence

a₂₄ will be 24th term of the sequence

Hence substitute n = 24

a₂₄ = 24(24-3)/(24+4)

=> a₂₄ =  24 * 21 / 28

=>  a₂₄ =  4 * 6  * 3 * 7 / ( 4 * 7)

=> a₂₄ =   6 * 3

=> a₂₄ =   18

24th term of the sequence defined by  an=n(n-3)/(n+4)  will be 18

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