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Perform the following unsigned binary arithmetic Verify your answer by converting each problem into decimal (Note: the last two are subtraction) a 0111 0101



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Worksheet - Number Bases

1.Convert the following binary numbers to equivalent decimalnumbers.

•(a)(1101)2 •(b)(11101)2 •(c)(0101 1101)2 •(d)(1101 1101)2 •(e)(1111 1111)2 •(f)(0101 1001)2 •(g)(1101 1101 0101)2 •(h)(11100.101)2

2.Convert the following decimal numbers to equivalent binarynumbers.

•(a)(57)10 •(b)(45)10 •(c)(255)10 •(d)(256)10 •(e)(2416)10 •(f)(4195)10

3.Convert the following octal numbers to equivalent decimal numbers.

•(a)(45)8 •(b)(2243)8

4.Convert the following decimal numbers to equivalent octal numbers.

•(a)(19)10 •(b)(132)10 •(c)(512)10

5.Convert the following hexadecimal numbers to equivalent decimal numbers.

•(a)(B4)16 •(b)(1FF)16 •(c)(28AD)16

6.Convert the following decimal numbers to equivalent hexadecimal numbers.

•(a)(19)10 •(b)(312)10 •(c)(513)10

7.Convert the following binary numbers to equivalent octal numbers.

•(a)(1 1101)2 •(b)(1 0110 1101)2 •(c)(1011 0101)2

8.Convert the following binary numbers to equivalent hexadecimal numbers.

•(a)(10 1010)2 •(b)(1 1110 0110)2 •(c)(1101 0101)2

9.Miscellaneous - Perform the following base conversions

•(a)(141)5= (?)10 •(b)(36)10= (?)7 •(c)(110 0101)2= (?)4(Is there a shortcut way to do this?

10.Perform the following unsignedbinaryarithmetic. Verify your answer by converting each problem

into decimal. (Note: the last two are subtraction!) a. 0111 0101 b. 0010 0110 + 0011 0011 + 0101 1011 _________ _________ c. 1001 0011 d. 0101 1100 + 0011 1011 + 0001 1111 _________ _________ e. 1001 1011 f. 0101 1001 - 0011 1011 - 0001 1111 _________ _________

11.Perform the followingoctalarithmetic. Verify your results by converting each probleminto decimal.

a. 424 b. 5112 + 163 + 1346 ___ ____

12.Perform the followinghexadecimalarithmetic. Verify your results by converting each probleminto

decimal. (Note: the last two are subtraction!) a. A4 b. 7F3 + 27 + 41D __ ___ c. 806 d. 56C - 4B - 1FF ___ ___quotesdbs_dbs20.pdfusesText_26