Kevin buys a new CD player for $\$ 300$, and finds two years later when he wants to sell it that it is only worth $\$ 82$. Assuming the value of the CD player decreases exponentially, the formula for $V(t)$, the value of the CD player after $t$ years, is given by $V(t)=\ldots(\ldots)^{t}$. Round your second answer to 2 decimal places.

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The Answer of Kevin buys a new CD player for $\$ 300$, and finds two years later when he wants to sell it that it is only worth $\$ 82$. Assuming the value of the CD player decreases exponentially, the formula for $V(t)$, the value of the CD player after $t$ years, is given by $V(t)=\ldots(\ldots)^{t}$. Round your second answer to 2 decimal places.

Kevin Buys a New CD Player For $300\$ 300$300 , and Finds Two Years Later When He Wants to and Finds

Kevin Buys a New CD Player For $\$ 300$ , and Finds Two Years Later When He Wants to and Finds