This question is different from the previous one. Consider two consumers, A and B, who consume two goods, x and y. Each consumer spends half of their income on each good. The price of y is fixed at $1. Assume that the demand functions for each good from each consumer are the following:
a. xА = 10px + 10 / 2px
b. yA = 10px + 10 / 2
c. xB = 30px + 10 / 2Px
d. yB = 30px +10 / 2
Find the equilibrium price of x in this scenario. Round to the nearest .01, if necessary. Hint: you can see the endowments in the demand curves.