3. Present the following numbers using floating point notation b. 3 00010 c. 65 50010 d. 3678.7510
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Q: 3. Present the following numbers using floating point notation d. 3678.7510
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- Assume our floating-point format is (decimal) X.XX * 10Y. Show the steps involved in floating point addition by using 6.11*101 + 5.76*103 as an example.4), in the floating-point number, when the absolute value of the data is too large, so that it is larger than the data can be expressed, called floating-point number _________________________________ .3. Assume $s1 = 0xefbcad97, $s2 = 0x6521fedc, calculate...
- Average of Three Compute the floating-point average of the values in the variables num1, num2, and num3. Assume these variables already contain values. Store the result in the variable avg.a) How is the number 42.5 represented in memory as a single precision floating point number, represent it in hexadecimal format? b) How is the number 18.25 represented in memory as a single precision floating point number, show it in hexadecimal format?the following decimal numbers are stored in excess -50 floating point format, with the decimal point to the left of the first mantissa digit. A 9 is used as a negative sign. Perform the following calculations and present your result in standard decimal sign and magnitude notation.05115611 + 04712310
- 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 -11b) Assuming that decimal numbers can be represented using 8-bits binary, express the decimal number -117 using binary number system as shown in Table Q1(a). Show the steps accordingly.Assume these definitions:int n1 = 4, n2 = 5, n3 = 30;double d1 = 3.0, d2 = 10.0;Please enter the numeric result for each of these C++ arithmetic operations:a. n3 % n2 [n1]b. n3 % n1 [n2]c. 27 % n1 [n3]
- a) How many bytes are needed to represent the following base64 number: AaBbconvert to decimal: 123, 1234, 12345, and DDD16 convert the decimal integer 3177 to base 2, 6, and 16. Remember to use A,B,..., F to represent base 16 digits from 10 to 15, if needed.Use base 10 blocks to model the number 0.286 in two different ways. Using decimal place values key.