(Solved): Suppose that the function \( V(t)=2+4 t \) approximates the volume of timber in a forest at a perio ...

Suppose that the function \( V(t)=2+4 t \) approximates the volume of timber in a forest at a period of time (t) What is the change the volume of time at time period \( 10 ? \) Answer: Suppose that the function \( V(t)=2+4 t \) approximates the volume of timber in a forest at a period of time \( (t) \). What is the percentage change in the volume of time at time period \( 10 ? \) (Round to the nearest two decimal places. Do not include a \% sign in your response.) Answer: Suppose that the function \( V(t)=2+4 t \) approximates the volume of timber in a forest at a period of time (t). The percentage change in volume formula is given by \( g(t)=4 /(2+4 t) \). If the forester has a single-rotation harvest, determine the optimal time until harvest (t) when the interest rate is \( 12.59 \) Answer: Suppose that the function \( V(t)=2+4 t \) approximates the volume of timber in a forest at a period of time (t). The percentage change in volume formula is given by \( g(t)=4 /(2+4 t) \). If the forester has a single-rotation harvest, determine the optimal time until harvest (t) when the interest rate falls to \( 103 \mathrm{~s} \) Answer: