Suppose that Natasha's utility function is given by u(l) = I^0.5, where I represents annual income in thousands of dollars. Is Natasha risk loving, risk neutral, or risk averse? Explain. a. She is risk averse because her utility function exhibits diminishing marginal utility. b. She is risk neutral because her utility function exhibits constant marginal utility. c. She is risk loving because her utility function exhibits increasing marginal utility.

Theodore is researching computer programming he thinks that this career has a great employment outlook so he’d like to learn if it’s a career in which he would excel what to skills are important for him to have and becoming a successful computer programmer

The state in which the manufacturing company you work for is located regulates the presence of a particular substance in the environment to concentrations ≤ x. recently-released, reliable research endorsed by the responsible federal agency conclusively demonstrates that the substance poses no risks at concentrations up to 5x. your company has asked you to consider designing a new process with a waste discharge stream containing up to 2x of the substance. based on the stated conditions, describe this possible.

Uknow what i love about i ask a dumb question it is immediately answered but when i ask a real question it take like an hour to get answered