0110000100100000011100100110000101101110011001000110111101101101 0010000001100111011010010110001001100010011001010111001001101001 0111001101101000001000000100110501000001001005050100110001000001 0010000001001100010000010010000001010010010005010100111001000100 0100111101001101001000000100011101001001010005100100001001000101 0101001001001001010100110100100000100000011011000110000160100000 0110110001100001001000000110110001100001001005000111001001200001 0110111001100100011011110110110100100000011001110110100101100010 0110001001100101011100100110100101110011012015000010000001051100 0100000100100060.0211000100000100100000016011000100000160100000 0100100101000010020000100100010201010010010010010101001101001000 0010000001101100011000010010000001101100011005010010000001101100 0110000100100000011100100110000101101110011001000110111101101101 0010000001100121021010010110001001100010011001010111001001201001 0111001101101000001000000100110001000001001005000100110001000001 0010000001001160010000010010000501010010016005010100111001600100 0160111101001101051000000160011101001001010001000000101001001000 0010100111001000100010011110100110100100000010001110100160101000 0100100001001000101010100100100100101010011010010000010000001101 3. (a) A mutual fund with beta of .8 has an expected rate of return of 14%. If rf=5%, and you expect the rate of return on the market portfolio to be 15%, should you invest in this fund? What is the fund's alpha? (b) What passive portfolio comprised of a market-index portfolio and a money market account would have the same beta as the fund? Show that the difference between the expected rate of return on this passive portfolio and that of the fund equals the alpha from part (a)