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For the recursive definition, find an explicit formula that represents the same sequence.A(n) = A(n − 1) + 10; A(1) = 12 a. A(n) = 10n + 2 b. A(n) = 10A(n − 1) + 2 c. A(n) = 2n …
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For the recursive definition, find an explicit formula that represents the same sequence.A(n) = A(n − 1) + 10; A(1) = 12 a. A(n) = 10n + 2 b. A(n) = 10A(n − 1) + 2 c. A(n) = 2n …
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For the recursive definition, find an explicit formula that represents the same sequence.A(n) = A(n − 1) + 10; A(1) = 12
a. A(n) = 10n + 2
b. A(n) = 10A(n − 1) + 2
c. A(n) = 2n + 10
d. A(n) = 2A(n − 1) + 10
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hello :
.A(n) =
A(1) +(n-1)d (general term of arithmetic secquence)
d : common difference A(1) : the first term
A(n) = 12+(n-1)(10)....A(1) = 12 d = 10
A(n) = 12 +10n -10
A(n) = 10n+2......( answer :
a. A(n) = 10n + 2 )
Shameen
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Jul 12, 2018
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