Please take your time and thank you!

In the diagram below, IC1 is an indifference curve joining all the combinations that give the same level of utility as A. Combination B is not on IC1. Grade Hours of free time per day 1. Does cambination B give higher or lower utility than combination A? How do you know? 2. Draw a sketch of the diagram, and add another indifference curve, IC2, that goes through B and crosses IC1. Label the point at which they cross as C. 3. Combinations B and C are both on IC2. What does that imply about their levels of utility? 4. Combinations C and A are both on IC1. What does that imply about their levels of utility? 5. According to your answers to (3) and (4), how do the levels of utility at combinations A and B compare? 6. Now compare your answers to (1) and (5), and explain how you know that indifference curves can never cross