suppose the representative consumer's preferences over different consumption good and leisure bundles, (C,t), are represented by the following utility function: U(C,I)=ln(C) 3ln(I). The representative conumer has atotal ofh=24 of time which she c divide between leisure and labour. for each of hour of time that she allocates to labour she earns a real wage of w=3 in units of consumption good. she owwns shares to a firm that gives her dividend income of pi=15 in units of consumption good. she however has to pay a lump sum tax of T=7 in units of consumption good. what is the option with the correct values option A: c=20, I=20. Option b:c=20,I=10. Option C: c=10, I=10. Option d: c=10, I=20