Get comprehensive solutions to your questions with the help of IDNLearn.com's experts. Discover the reliable solutions you need with help from our comprehensive and accurate Q&A platform.
Sagot :
Answer:
There is no certified answer for this question so we are just ging to tell you how to do it based on our understanding.
Step-by-step explanation:
Certainly! Let’s break this down step by step.
Equation for the Value of the Machine: The value of the machine is given by the equation: [ v = (-0.45)t^{5.8} ]
Graphing the Equation: To graph this equation, we’ll plot points using different values of (t) and corresponding values of (v). Let’s choose a few values of (t):
When (t = 0), the value of the machine is: [ v(0) = (-0.45)(0)^{5.8} = 0 ]
When (t = 1), the value of the machine is: [ v(1) = (-0.45)(1)^{5.8} ]
When (t = 2), the value of the machine is: [ v(2) = (-0.45)(2)^{5.8} ]
And so on for other values of (t).
Estimating the Value After 1 Year: Let’s calculate the value of the machine after 1 year: [ v(1) = (-0.45)(1)^{5.8} ] Using a calculator or software, we find that (v(1) \approx -0.45). Therefore, the estimated value of the machine after 1 year is approximately $450 (in thousands of dollars).
Graph: Here’s a rough sketch of the graph of the equation (v = (-0.45)t^{5.8}): !Graph of v = (-0.45)t^{5.8} Note that the graph is decreasing because of the negative coefficient (-0.45).
Remember that this is an estimate based on the given equation. Actual market fluctuations and other factors may affect the machine’s value.
Thank you for using this platform to share and learn. Keep asking and answering. We appreciate every contribution you make. Thank you for visiting IDNLearn.com. We’re here to provide dependable answers, so visit us again soon.
