The sales of a new product (in items per month) can be approximated by $S(x)=275+300 \log 10(3 t+1)$, where $t$ represents the number of months after the item first becomes available. Find the number of items sold per month 33 months after the item first becomes available.
A) 3275 items per month
B) 6275 items per month
C) 82,500 items per month
D) 875 items per month

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The Answer of The sales of a new product (in items per month) can be approximated by $S(x)=275+300 \log 10(3 t+1)$, where $t$ represents the number of months after the item first becomes available. Find the number of items sold per month 33 months after the item first becomes available.
A) 3275 items per month
B) 6275 items per month
C) 82,500 items per month
D) 875 items per month

The Sales of a New Product (In Items Per Month) S(x)=275+300log⁡10(3t+1)S(x)=275+300 \log 10(3 t+1)S(x)=275+300log10(3t+1)

The Sales of a New Product (In Items Per Month) $S(x)=275+300 \log 10(3 t+1)$