Hello, i have a difficult time solving this question...

Consider a barter economy with 2 agents: Adam (A) and Birthe (B). They have preferences over two goods 1 and 2.

Adam has a utility function:uA=minx1A,x2A

Birthe has a utility function: uB=sqrt(x1B)sqrt(x2B)

Adam is born with the the initial inventory (w1A,w2A)=(20,0)

Birthe has the initial inventory: (w1B,w2B)=(0,10)

The question is:

2.a) Draw an Edgeworth box and illustrate the two agents' indifference curves (by hand or with a program of your choice)

Thanks in advance :-)