Exam 4: Numeration Systems

$\text {Write 1,292 in the Babylonian system.}$ A) B) C) D)

$\text {Divide.}$ A) $1 \mathrm {~B} 0 _ { \text {sixteen } }$ remainder $86 _ { \text {sixteen } }$ B) $432 _ { \text {sixteen } }$ remainder $134 _ { \text {sixteen } }$ C) $6 \mathrm {~A} 6 _ { \text {sixteen } }$ remainder $44 _ { \text {sixteen } }$ D) $1702 _ { \text {sixteen } }$ remainder $68 _ { \text {sixteen } }$

Write 134 in the Babylonian system.

Write the number in the Hindu-Arabic system.

Write 23,040 in the Egyptian system.

Write 21 in the Egyptian system. А) в) C) D)

Subtract. 8448 -3421 nine

Write 132 in the Egyptian system. A) B) C) D)

Write the number in the Hindu-Arabic system.

Write the number using Hindu-Arabic numerals.

Write 12,767 in base sixteen. A) $31 \mathrm { CE } _ { \text {sixteen } }$ B) $311214 _ { \text {sixteen } }$ C) $31 \mathrm { DF } _ { \text {sixteen } }$ D) $311315 _ { \text {sixteen } }$

Write MMMCMXXXII in the Hindu-Arabic system.

Divide. A) $2503 _ { \text {six } }$ remainder $1 _ { \text {six } }$ B) $153 _ { \text {six } }$ remainder $1 _ { \text {six } }$ C) $615 _ { \text {six } }$ remainder $1 _ { \text {six } }$ D) $413 _ { \text {six } }$ remainder $1 _ { \text {six } }$

Write the number using Chinese numerals. 76 A) B) C) D)

Write 3,419 in expanded notation.

Convert the binary number to octal. (The subscript is omitted since it's understood that the number is binary.) 100000100010 A) $6033 _ { \text {eight } }$ B) $4042 _ { \text {eight } }$ C) $2763 _ { \text {eight } }$ D) $13350 _ { \text {eight } }$

$\text { Add. Leave your answer in the Egyptian system. }$

Write 403 in the Egyptian system. A) B) C) D)

Convert the octal number to binary. (The subscript is omitted since it's understood that the number is octal.) 1051 A) $1000000120001_ { \text {two } }$ B) $1000101001_ { \text {two } }$ C) $1000012001_ { \text {two } }$ D) $1000001010001 _ { \text {two } }$