Convert the following decimal number to binary: 12.0625, 10^4 , 673.23 and 1998.
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Convert the following decimal number to binary: 12.0625, 10^4
, 673.23 and 1998.
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- Convert the following numbers into base ten. (a) 32five (b) 22six (c) 410five (d) 3203five (e) 202five (f) 1222six (g) 202four (h) 404seven (i) 1000two (j) 11011two (k) 88sixteen (l) 707sixteen ?Binary codes. Calculate the decimal numbers corresponding to the following hexadecimal numbers. X1= 974216 , X2 =A8516. Then, add the results.Binary codes.Convert to decimal, the following octal numbers X1=75268, X2=1458. Then subtract the corresponding results
- Convert the following decimal numbers to equivalent binary numbers. show solution (i) 356.16Question 5: Fill up the below tables with relevant converted numbers between decimal, binary, and hexa- decimal numbers. Binary Numbers Hexa-decimal Numbers Decimal Numbers 110102 1E16 9910Determine the hexadecimal equivalent of 3716.56_8 accurate to 2 digits. (Format: Use_ followed by the base number e.g. 123.456_10) *
- Present the following decimal numbers as IEEE 754 Binary 32 format. Decimal values to be converted 5 -25 230625 -70009125 9372.8125 -27.827392578125 3821.65625For each of the following numbers, state the base in use; that is, what is p, q, r, s? 100001p = 3310 25q = 1310 25r = 2310 25s = 3710Question 13 Convert the following fixed-point binary number to decimal 110011.1012 Question 14
- Subject: Numerical method convert the decimal number 456.7893 to IEEE -754 32 bit floating point value.Suppose your student id is 191015075. The number to be converted should be 191.075. Convert the number to IEEE single-precision and double-precision format.Convert the decimal number to a number in the given base. 3,111 to base 8