A cricket player played n (n1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

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A cricket player played n (n>1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

Saurabh Koranglekar · Answer

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A cricket player played n (n>1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

A cricket player played n (n>1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

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A cricket player played n (n>1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

A cricket player played n (n>1) matches during his career and made a total of (n^2-12n+39)(4.6^n-5.3^n+1)/5 runs. If Tr represents the runs made by the player in r^th match such that T1 =6 and Tr = 3Tr-1 +6^r, r E [2,n] then find n?

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