What are the following hexadecimal numbers in binary, decimal, and octal: A100,A10F Please, show all the necessary step
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- What are the following hexadecimal numbers in binary, decimal, and octal: A100,A10F
Please, show all the necessary step
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- Present the following decimal numbers in a Signed Form Binary Numbers. Note: Signed Binary number of 8 bits Decimal Numbers Signed Numbers (8 bits) +38 -38 -127 -1Convert the numbers below into binary numbers and Octa numbers (base 8). Show all steps to get full creditA. 256B. 512C. 1024Perform the multiplication of the following two floating point numbers using the simple floating point format :(-0.75*23)*(-0.625*22) . Do the calculation in base 10 and comment on the accuracy of your calculation.
- Convert the following decimal numbers to the hexadecimal number system. a) 9 b) 37 c) 65 d) 256 e) 512 kindly and please show all steps clearlyPerform the following number conversions. (You are required to show your conversion steps clearly.) 75638, 87AB16, 12344 and 38.2310 to decimal number.J - For the IEEE 754 single-precision floating point, what is the number, as written in binary scientific notation, whose hexadecimal representation is the following? FF80 0000
- Add the following hexadecimal numbers. FCE7 , 182A The result has to be hexadecimal. Show your work. You are not allowed to make any number system conversion during the process. (e.g. hexadecimal to binary) Answer format: line 1 : carry line2: first number line3: second number line4: AnswerPlease show the steps if the question and do not only write an answer without any steps. (4) The following two binary numbers are represented by IEEE 754 single floating point number. Calculate the summation for these two numbers using IEEE 754 single floating point format. Do not convert them to real numbers. (5’) 01000001110000000000000000000000+01000001001000000000000000000000Display all the prime numbers between 1 and 1000.
- Convert to base two the following integers and floating-point numbers: 7, 13, 7.75 and 13.25. Do these calculations by hand and explain your answers.Perform the following additions. The numbers are in binary: 1) 1011 +0001 2) 00101110 +10010010 Repeat problem, this time convert the binary numbers to decimal, then perform the addition of the two decimal numbers. Convert the sum into binary representation and compare the results.Question: Perform the indicated base conversions, (each and every step should be written): 548 to base 5 5206 to base 7 122123 to base 9