Find the first four terms of the given sequence.
-$a_{1}=3, a_{n}=\left(a_{n}-1\right)^{2}$
A) $3,9,81,6561$
B) $3,6,12,24$
C) $3,9,27,81$
D) $3,4,9,16$

Name: Find the first four terms of the given sequence. -$a_{1}=3, a_{n}=\left(a_{n}-1\right)^{2}$ A) $3,9,81,6561$ B) $3,6,12,24$ C) $3,9,27,81$ D) $3,4,9,16$
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Question

Quizplus · Accepted Answer

The correct formula should be $a_{n} = (a_{n-1})^2$. Starting with $a_{1} = 3$, the next term $a_{2} = 3^2 = 9$, then $a_{3} = 9^2 = 81$, and $a_{4} = 81^2 = 6561$.

Find the First Four Terms of the Given Sequence a1=3,an=(an−1)2a_{1}=3, a_{n}=\left(a_{n}-1\right)^{2}a1​=3,an​=(an​−1)2

Find the First Four Terms of the Given Sequence $a_{1}=3, a_{n}=\left(a_{n}-1\right)^{2}$