A general-functional form of the IS-LM model is given. A goods market is described by the following set of equations: Y = C+1+G C= C(Y – T) where yo = Y – T and hence C = C(Yª) G = Go | = [(r) where dl/dr = l'(r) < 0 T= T(Y) where dT/dY = T'(Y) is the marginal tax rate (0< T(Y) < 1). The money market can be described by the following three equations: M = L(Y, r) which is money demand where Ly >0 and L, < 0 M = Mo which is money supply where the money supply is assumed to be exogenously determined by the central monetary authority, and M = M which is equilibrium condition. All of the above functions are assumed to have continuous derivatives According to this model a) find the slope of LM curve and b) find the effect of a change in Go on equilibrium income level and equilibrium interest rate.

riginal price 3. Five years ago, Mary opened a savings account for a condo on the beach that earns 2.6% simple interest each year. She started the account with $550 and has not touched the account since. How much money is in the account now?

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I’m lost help please