Exam
Name___________________________________
| MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. | ||
| 1) | The ASCII code is an alphanumeric code that has 27 = 128 possible code groups. How many bits are required to accommodate 128 different code groups? | 1) ______ |
| A) 7 | |
| B) 9 | |
| C) 8 | |
| D) 6 |
| 2) | Select the correct transmission code group for a hexadecimal value of 52 if the even parity method of error detection is used. The parity bit is to the left of the code MSB. | 2) ______ |
| A) 1101000 | |
| B) 01010010 | |
| C) 11010010 | |
| D) 01010001 |
| 3) | How many bytes are required to represent the decimal number 107 in binary? | 3) ______ |
| A) 3 | |
| B) 2 | |
| C) 4 | |
| D) 1 |
| 4) | Convert 1111111112 to its decimal equivalent. | 4) ______ |
| A) 511 | |
| B) 1,023 | |
| C) 255 | |
| D) 2,047 |
| 5) | How many binary digits make up a byte? | 5) ______ |
| A) 8 | |
| B) 32 | |
| C) 4 | |
| D) 16 |
| 6) | Which of the following decimal numbers is represented by the binary bits 10112? | 6) ______ |
| A) 9 | |
| B) 15 | |
| C) 11 | |
| D) 13 |
| 7) | What is the largest decimal number that can be represented using five binary bits? | 7) ______ |
| A) 31 | |
| B) 64 | |
| C) 63 | |
| D) 32 |
| 8) | The binary equivalent for 16910 is: | 8) ______ |
| A) 011111011 | |
| B) 11101101 | |
| C) 11010111 | |
| D) 10101001 |
| 9) | The uppercase letter Q has an ASCII code of 101 0001. What is the hexadecimal representation of this value? | 9) ______ |
| A) 51 | |
| B) 50 | |
| C) 4F | |
| D) 4E |
| 10) | The binary equivalent for DFA16 is: | 10) ______ |
| A) 1110101110102 | |
| B) 1101111110102 | |
| C) 1111011001012 | |
| D) 0110110110112 |
| 11) | Which of the following represents the correct counting sequence from FEE16? | 11) ______ |
| A) FF0, FF1, FF2, FF3, FF4, FF5 | |
| B) FEF, FFF, 1FF0, 1FF1, 1FF2, 1FF3 | |
| C) FED, FEC, FEB, FEA, FEA, FFB | |
| D) FEF, FF0, FF1, FF2, FF3, FF4 |
| 12) | How many different numbers can be represented using eight bits? | 12) ______ |
| A) 256 | |
| B) 64 | |
| C) 128 | |
| D) 512 | |
| E) none of the above |
| 13) | Which of the following represents the correct counting sequence from 9FE16? | 13) ______ |
| A) 9FF, A00, A01, A02, A03, A04 | |
| B) 9FF, 1AF0, 1AF1, 1AF2, 1AF3, 1AF4 | |
| C) 9FF, 1A00, 1A01, 1A02, 1A03, 1A04 | |
| D) AFF, 1AF0, 1AF1, 1AF2, 1AF3, 1AF4 |
| 14) | The hexadecimal equivalent for 1100 1010 0111 10012 is: | 14) ______ |
| A) DA87 | |
| B) DA79 | |
| C) CA79 | |
| D) CA87 |
| 15) | What is the binary equivalent of the decimal value 437? | 15) ______ |
| A) 110110101 | |
| B) 101111111 | |
| C) 11111100 | |
| D) 101101011 |
| 16) | How many different numbers can be obtained using five binary bits? | 16) ______ |
| A) 31 | |
| B) 63 | |
| C) 32 | |
| D) 64 |
| 17) | How many bytes are in the hexadecimal number 7CBD03? | 17) ______ |
| A) 5 | |
| B) 4 | |
| C) 3 | |
| D) 6 | |
| E) none of the above |
| 18) | Convert 110011012 to its decimal equivalent using the sum-of-weights position method. | 18) ______ |
| A) 409 | |
| B) 410 | |
| C) 205 | |
| D) 207 |
| 19) | Convert the decimal value 1079 to binary. | 19) ______ |
| A) 100000101112 | |
| B) 110000101112 | |
| C) 100101001112 | |
| D) 100001101112 |
| 20) | What is the minimum number of binary bits required to represent a count of 17510? | 20) ______ |
| A) 7 | |
| B) 8 | |
| C) 5 | |
| D) 6 |
| 21) | What is the decimal equivalent of 74A16? | 21) ______ |
| A) 1,579 | |
| B) 1,866 | |
| C) 29,856 | |
| D) 3,512 |
| 22) | How many bits are required to code each digit using the BCD numbering system? | 22) ______ |
| A) 2 | |
| B) 6 | |
| C) 4 | |
| D) 8 |
| 23) | What is the decimal weight of the MSB in a 12-bit number? | 23) ______ |
| A) 1,024 | |
| B) 8,192 | |
| C) 4,096 | |
| D) 2,048 |
| 24) | What is the largest decimal value that can be represented using nine binary bits? | 24) ______ |
| A) 1023 | |
| B) 512 | |
| C) 511 | |
| D) 1024 |
| 25) | The decimal equivalent of E16 is: | 25) ______ |
| A) 15 | |
| B) 13 | |
| C) 12 | |
| D) 14 |
| 26) | The hexadecimal equivalent of 011110111012 is: | 26) ______ |
| A) 5B7 | |
| B) 3DD | |
| C) DD3 | |
| D) 7B5 |
| 27) | Having counted up to 10011012, what value comes next? | 27) ______ |
| A) 10011102 | |
| B) 10100102 | |
| C) 11000102 | |
| D) 11100102 |
| 28) | The hexadecimal equivalent of 15,90710 is: | 28) ______ |
| A) 3D23 | |
| B) 3C23 | |
| C) 3B23 | |
| D) 3E23 |
| 29) | What is the decimal equivalent of the binary number 1100112? | 29) ______ |
| A) 39 | |
| B) 29 | |
| C) 51 | |
| D) 49 |
| 30) | The decimal number 208,973 has a hexadecimal equivalent of: | 30) ______ |
| A) 630,115 | |
| B) 33,04D | |
| C) 631,721 | |
| D) 33,3D1 |
| TRUE/FALSE. Write 'T' if the statement is true and 'F' if the statement is false. | ||
| 31) | Binary digits are called bits. | 31) ______ |
| 32) | The output unit of a PC performs calculation and logical decisions. | 32) ______ |
| 33) | 11002 = 1210 | 33) ______ |
| 34) | A bit consists of 8 bytes. | 34) ______ |
| 35) | The hexadecimal equivalent of a decimal number contains more digits than the original decimal number. | 35) ______ |
| 36) | The decimal number 271 can be converted to an 8-bit equivalent. | 36) ______ |
| 37) | The binary equivalent of 3710 is 111001111110. | 37) ______ |
| 38) | Zeros must be added to the left of the MSB to produce even groups of 4 bits when converting from binary to hexadecimal. | 38) ______ |
| 39) | When dealing with a large binary number, it is usually easier to write the number as a string of bits rather than go through the complicated process of converting the binary number to hexadecimal. | 39) ______ |
| 40) | 11112 = 1010 | 40) ______ |