Question

question 16 4 pts amdm.par.8.1 (mc) given this recursive rule, identify the exponential function rule: $y_n = 35 \times 2.65^n$ $\bigcirc$ $y_n = y_{n + 1} \times 2.65$ $\bigcirc$ $y_{n + 1} = y_n \times 2.65$ $\bigcirc$ $y = y_{n + 1} \times 35$ $\bigcirc$ $y_{n + 1} = y_n \times 35$

Explanation:

Step1: Define given explicit formula

$Y_n = 35 \times 2.65^n$

Step2: Find $Y_{n+1}$

$Y_{n+1} = 35 \times 2.65^{n+1} = 35 \times 2.65^n \times 2.65$

Step3: Substitute $Y_n$ into $Y_{n+1}$

$Y_{n+1} = Y_n \times 2.65$

Answer:

B. $Y_{n+1} = Y_n \times 2.65$