It is estimated that t years from now, the value of a small piece of land, V(t), will be increasing at a rate 1.6t3 of dollars per year. The land is currently worth $440. V0.214+8100 Set up the integral needed to solve the problem, and then find the value of the land after 10 years to the nearest cent. ro 10 (1.6*t^3)/sqrt(0.2*t^4+8100) dt Change in Value = You are correct. Your receipt no. is 156-2110 Previous Tries V(10) = dollars