Homework: Homework 2.6 Question 10, 2.6.47 HW Score: 53.85%, 7 of 13 points Part 1 of 3 O Points: 0 of 1 Suppose a two-bedroom apartment in a neighborhood near a school rents for $1200 per month. If a person moves in after the first of the month, the rent is prorated; that is, it is reduced linearly. a. Suppose a person moves into the apartment x days after the first of the month. (Assume that the month has 30 days.) Express the rent, R, as a function of x. b. Compute the rent if a person moves in eight days after the first of the month. c. When did a person move into the apartment if the landlord charged him/her a rent of $800? . . . . . a. The rent, R, as a function of x is given by R(x) = (Simplify your answer.)