Lab TaskUse 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 = (Jao2. Convert the following Hexadecimal Numbers into the base indicated(i)(ii)(B65F)16 = ( )10(3A6.C)16 = ( )23. Convert the following Decimal numbers into the base indicated:(i)(41.6875)10 = ((ii)(106.16)10 = (J16Unverity of4. 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 byperforming subtraction directly.M = 11010(i)N = 1101(ii)M= 11010N= 10000(iii)M = 10010N= 100116. Search the internet to learn about Gray Code. Write the binary and Gray Code for decimal numbers between 0and 15.7. Using 2's complement, perform M-N with the following signed 5-bit binary numbers. Also check the result byperforming subtraction directly.M = 11010M = 01010M = 10010N= 01101N = 10000N = 00001(i)(ii)(iii)

Given 1) conversion of binary to decimal includes product of each digit with their respective…

Answered: Use your knowledge of number systems to…

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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1) (a) Convert binary number 1011101 to a decimal number.(b) Perform the following binary subtraction using the one’s complement method. 11010 -101112) A logic circuit is given below. (a) Draw and fill out a truth table for the logic circuit (Tip: you can add columns for intermediate outputs C, D and E for a help).(b) Derive the Boolean expression from the truth table. 3) The Boolean expression of a logic operation is given below(a) Simplify the Boolean expression using Boolean algebra and De Morgan’s Theorems(b) Draw the circuit to implement the expression you obtain using NAND or NOR gates only.4) In the context of semiconductors, describe the following:(a) Intrinsic and extrinsic semiconductor. (b) Drift velocity of carriers.(c) Band-gap energy.(d) Frequency of light emitted by an LED. 5) Explain how doping a pure silicon crystal with donor impurity atoms makes more charge carriers available for conduction.Does the above doping result in a p-type or n-type semiconductor? Explain…
Q1) Do as required. a) Express decimal number (-123) in binary as an 8-bit sign-magnitude form. b) Add the BCD numbers: 10011000 + 10010111
a) Convert the decimal number - 203 into a signed binary number using (1) sign-magnitude method (2) 1's complement method (3) 2's complement method b) If the above decimal number is positive , that is + 203, then convert it to a signed binary number using 1 's complement method C) Do the following binary subtraction: 101000100.00111- 011010111.100 10
1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in case of infinite extension, compute the first 10 digits after dot): a. 55438, b. 237170, c. 586.609375 d. 22.016845703125 e. 416.712 2. Convert (416.715); to its decimal, binary, and hexadecimal equivalent 3. Find appropriate numeral system base, for which given equation is correct: a. 12,1 = 302/20 b. 41/3 = 13 c. 23+44+14+32 = 223 4. Find 8-bit l's complement numerals representing the following decimal numerals: a. 89 b. 135 c. 225 d. -37 e. -78 f. -128 g. -230 5. Repeat task 4, this time searching for 2's complement numerals 6. Compute: a. 11100 + 10001 b. 11100 + 00100 c. 01100 - 10011 assuming (one-by-one): signed-magnitude, l's complement, 2's complement representation
Rewrite the following high-level code to a RISC-V assembly function. The function linear search (int int size, int target) searches a * nums, specified integer target in an integer array nums. Assume a0, al, and a2 hold base address of nums array, array size and the searching value target, respectively. int linear_search(int * nums, int size, int target) { int * arrEnd = nums + size 1; while (nums <= arrEnd && *nums != target) nums++; if ( nums <= arrEnd) return (arrEnd - nums) / sizeof (int) + 1; return -1; }
B3
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5. The following diagram represents a four-bit ring counter. Assuming a starting state of Q3 = 1 and Q₂ = Q₁ = Qo= 0, complete the timing diagram. Explain how this counter works. CLK 23 2₂ 2₁ 20 D CLK Q3 D 22 >CLK D 2₁ >CLK D CLK Lot
15,10 Signal 13,68 16 14 12 7.79 10 6,76g 1,37 1,89 3 4 Sample Number The given signal is digitized by using PCM using 4 bits. Which one is the correct data? O a. 000001111110001000010110 O b. 111100010010100000010110 O c. 111111011000100100010010 O d. 011111110010111001101110 e. 000101111111110100010110 Amplitude (mw) 00o4 20
Q1) Write an assembly language program that calculates the multiplying two numbers, such as 8 * 7 using instructions ?(MOV, ADD, JUMB)only
a) 13–9 b) –13 –13 Perform the above decimal arithmetic problems by first converting the numbers to binary, 2’s complement form (using a 7 bit word in every case). Then perform the 2’s compliment addition. Show the result in binary indicating as in the problem above whether each result is positive or negative or overflowed (by writing “positive”, “negative” or “overflow” next to the binary answer) and then follow with the decimal value of the result if there was no overflow.
Grey converters are often used in industrial circuits where the normal sequence of binary numbers may produce ambiguity during transition. This is elliminated with the Grey code, as only one bit changes, during a normal transition of sequential numbers. Show the logic required to convert a 10-bit binary number to Gray code and use that logic to convert the following to Gray code: a) 1010101010 b) 1111100000 c) 0000001110 d) 1111111111

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