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Use your knowledge of number systems to solve the problem given below (Please sho 1. Convert following Binary Numbers into Decimal (i) (ii) (11010)2 = ( (110101.11)2 = ( ho 2. Convert the following Hexadecimal Numbers into the base indicated (i) (i) (B65F)16 = ( Jao (3A6.C)1s = ( 2 3. Convert the following Decimal numbers into the base indicated: (i) (ii) (41.6875)10 = ( (106.16)10 = (

Use your knowledge of number systems to solve the problem given below (Please sho 1. Convert following Binary Numbers into Decimal (i) (ii) (11010)2 = ( (110101.11)2 = ( ho 2. Convert the following Hexadecimal Numbers into the base indicated (i) (i) (B65F)16 = ( Jao (3A6.C)1s = ( 2 3. Convert the following Decimal numbers into the base indicated: (i) (ii) (41.6875)10 = ( (106.16)10 = (

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Lab Task Use your knowledge of number systems to solve the problem given below (Please show all intermediate steps): 1. Convert following Binary Numbers into Decimal (i) (11010)2 = ( J10 (ii) (110101.11)2 = ( Jao 2. Convert the following Hexadecimal Numbers into the base indicated (i) (ii) (B65F)16 = ( )10 (3A6.C)16 = ( )2 3. Convert the following Decimal numbers into the base indicated: (i) (41.6875)10 = ( (ii) (106.16)10 = ( J16 Unverity of 4. Perform the addition (59F)16 + (E46)16: 5. Using 2's complement, perform M-N with the following unsigned binary numbers. Also check the result by performing subtraction directly. M = 11010 (i) N = 1101 (ii) M= 11010 N= 10000 (iii) M = 10010 N= 10011 6. Search the internet to learn about Gray Code. Write the binary and Gray Code for decimal numbers between 0 and 15. 7. Using 2's complement, perform M-N with the following signed 5-bit binary numbers. Also check the result by performing subtraction directly. M = 11010 M = 01010 M = 10010 N= 01101 N = 10000 N = 00001 (i) (ii) (iii)
Transcribed Image Text:Lab Task Use your knowledge of number systems to solve the problem given below (Please show all intermediate steps): 1. Convert following Binary Numbers into Decimal (i) (11010)2 = ( J10 (ii) (110101.11)2 = ( Jao 2. Convert the following Hexadecimal Numbers into the base indicated (i) (ii) (B65F)16 = ( )10 (3A6.C)16 = ( )2 3. Convert the following Decimal numbers into the base indicated: (i) (41.6875)10 = ( (ii) (106.16)10 = ( J16 Unverity of 4. Perform the addition (59F)16 + (E46)16: 5. Using 2's complement, perform M-N with the following unsigned binary numbers. Also check the result by performing subtraction directly. M = 11010 (i) N = 1101 (ii) M= 11010 N= 10000 (iii) M = 10010 N= 10011 6. Search the internet to learn about Gray Code. Write the binary and Gray Code for decimal numbers between 0 and 15. 7. Using 2's complement, perform M-N with the following signed 5-bit binary numbers. Also check the result by performing subtraction directly. M = 11010 M = 01010 M = 10010 N= 01101 N = 10000 N = 00001 (i) (ii) (iii)
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