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Dozier Corporation is a fast-growing supplier of office products. Analysts project the following free cash flows (FCFs) during the next 3 years, after which FCF is expected to grow at a constant 7% rate. Dozier’s weighted average cost of capital is WACC = 12%.(10’)     Year     1 2 3 Free cash flow (millions of dollars) −$20 $30 $40 a. What is Dozier’s horizon value? (Hint: Find the value of all free cash flows beyond Year 3 discounted back to Year 3.) b. What is the current value of operations for Dozier? c. Suppose Dozier has $10 million in marketable securities, $100 million in debt, and 10 million shares of stock. What is the intrinsic price per share?

Interpret the following 7 bit binary sequence  1100111  as specified below: base 10 value for unsigned integer [unsigned] base 10 value for sign magnitude integer [signmag] base 10 value for  fixed-point real number with 2 digits to the right of the binary point. [fixpnt] character value for ASCII [ascii] Partial ASCII Table: 20 sp 30 0 40 @ 50 P 60 ` 70 p 21 ! 31 1 41 A 51 Q 61 a 71 q 22 ” 32 2 42 B 52 R 62 b 72 r 23 # 33 3 43 C 53 S 63 c 73 s 24 $ 34 4 44 D 54 T 64 d 74 t 25 % 35 5 45 E 55 U 65 e 75 u 26 & 36 6 46 F 56 V 66 f 76 v 27 ‘ 37 7 47 G 57 W 67 g 77 w 28 ( 38 8 48 H 58 X 68 h 78 x 29 ) 39 9 49 I 59 Y 69 i 79 y 2A * 3A : 4A J 5A Z 6A j 7A z 2B + 3B ; 4B K 5B [ 6B k 7B { 2C , 3C < 4C L 5C \ 6C l 7C | 2D - 3D = 4D M 5D ] 6D m 7D } 2E . 3E > 4E N 5E ^ 6E n 7E ~ 2F / 3F ? 4F O 5F _ 6F o 7F del

Which of the following identify higher “more abstract” level(s) of abstraction than the Instruction Set Architecture Layer?

You are given the following three simple Turing Machines that implement the arithmetic operations: – NEGation x MULtiplication + ADDition and their connections are labeled with the letters a through h : Use the options provided below to connect together these simple machines with the input variables X, Y, and Z to form the calculation exactly as shown below (no simplifying the calculation): -(X * Y) + Z

Interpret the following 7 bit binary sequence  1101110  as specified below: base 10 value for unsigned integer [unsigned] base 10 value for sign magnitude integer [signmag] base 10 value for  fixed-point real number with 2 digits to the right of the binary point. [fixpnt] character value for ASCII [ascii] Partial ASCII Table: 20 sp 30 0 40 @ 50 P 60 ` 70 p 21 ! 31 1 41 A 51 Q 61 a 71 q 22 ” 32 2 42 B 52 R 62 b 72 r 23 # 33 3 43 C 53 S 63 c 73 s 24 $ 34 4 44 D 54 T 64 d 74 t 25 % 35 5 45 E 55 U 65 e 75 u 26 & 36 6 46 F 56 V 66 f 76 v 27 ‘ 37 7 47 G 57 W 67 g 77 w 28 ( 38 8 48 H 58 X 68 h 78 x 29 ) 39 9 49 I 59 Y 69 i 79 y 2A * 3A : 4A J 5A Z 6A j 7A z 2B + 3B ; 4B K 5B [ 6B k 7B { 2C , 3C < 4C L 5C \ 6C l 7C | 2D - 3D = 4D M 5D ] 6D m 7D } 2E . 3E > 4E N 5E ^ 6E n 7E ~ 2F / 3F ? 4F O 5F _ 6F o 7F del

Which of the following identify higher “more abstract” level(s) of abstraction than the Algorithms Layer?

Let X = 101010, Y = 110011 and Z = 000111.What is the result of: Y OR (X AND Z)Provide your answer as a 6 bit binary value like X, Y, and Z above.

Complete the truth table below for the two expressions on the right: A B NOT(A) AND NOT(B) NOT(A OR B) 0 0 [tt11] 1 0 1 0 [tt22] 1 0 [tt31] 0 1 1 0 [tt42] Are the two logical expressions equivalent? [equiv]

Consider the following IEEE 754 32-bit floating point value: 00010111 01101000 00000000 00000000 Enter S, its sign, as either + or -. [sign] Enter E, its exponent part’s value, in base 10 (not including the -127 bias). [exponent] Enter F, its fraction part’s value, in base 10 in the form 0.XXXX where X is a digit. [fraction]

Let X = 101010, Y = 110011 and Z = 000111.What is the result of: X OR (Y AND Z)Provide your answer as a 6 bit binary value like X, Y, and Z above.