20. Microprocessors works with binary systems in digits of 1's and O's. What is the representation of the number 5 in bits? O A. 00010000 B. 00001000 C. 00000101 D. 00011111
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- ) Convert from Binary to Decimal a) 101101011112 (b) 11001100110.110112 I) Using Double Dabble method, convert from Decimal to Binary (a) 1443.7187510 (b)1845.31010(a) Perform binary addition of the following numbers: 110111101.10011 + 100010101.11110 (b) Represent the decimal number 66245 in BCD format and calculate how many nibbles are there in this BCD number. (c) Convert the following (i) (01100.01000)2 to Decimal (ii) (015.63)10 to OctalWhat are the decimal values of the following 8-bit binary fractions? (a) 0.01100001(b) 0.10001000.
- ) Convert from Binary to Decimal a) 1011011012 (b) 1110010.1012 I) Using Double Dabble method, convert from Decimal to Binary (a) 255710 (b) 585.31010 III) Convert from Hexadecimal to Decimal (a) 1CB.ED716 (b) AE18A.E8B916(a). If I want to store 4-bit data 0110 and at 4th clock I want to extract all the stored bits, which shift register I should explain it with the help of circuit diagram and table. (b). Write comparison between Diode transistor logic and Transistor Transistor logicConvert the binary NUMBER 10100110110.0111 to BCD number showing the steps
- (a) Perform binary addition of the following numbers: 100010011.00011+ of 101000000.101.11 mark) (b) Represent the decimal number 64737 in BCD format and calculate how many nibbles are there in this BCD number. on (c) Convert the following (2marks) (i) (11101.10010)2 to Decimal (ii) (523.15)10 to Octal1.2 Adding two binary floating numbers 1.1000rwo x 2 and -1.0100wo X 22. Assume that we keep 4 bits precision (three bits after decimal point). Also, show the IEEE 754 binary representation of the answer/result (product) in single precision1What will be the state of a MOD64 counter after 90 input pulses if the starting state=000000?A.100100B.011010C.010110D.011100 2.A MOD 32 counter is holding the count 101112. What will the count be after 31 clock pulses?A.10100B.10010C.10000D.10110
- I) Convert from Binary to Decimal a) 11101001112 (b) 100101010.110012 II) Using Double Dabble method, convert from Decimal to Binary II) (a) 212810 (b) 185.310101. Convert 95610 to hexadecimal. 2. Convert 1011.101 base 2 to decimal. 3. Convert 110100112 to decimal number system. 4. Convert 58610 to octal. 5. Convert 10111011012 to octal. (Our lesson is LOGIC CIRCUITS AND SWITCHING THEORY)2. a. Assume a 10 bit binary number “0110010111" is stored in a memory. What is its content if it represents i BCD code i1. Excess-3 code iii. 84-2 -1 code