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3 significant figures. The two ones, and the zero between them.

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3 of them.

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Q: How many significant figures are present in the 0.0101 numerical figures?
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What is the binary code for twenty?

00101 converting numbers to binary code is simple and fun. write the number you want to know and divide the number by 2 dropping the remainder if there is one ex. 21 becomes 10 because 21 divided by 2 is 10 remainder 1. divide by two until the answer is '1'. now after each even number write a '0' and after each odd number write a '1'. starting from the top read the ones and zeros downward. here's 20 and then 144 20 0 10 0 5 1 2 0 1 1 read down "00101" 144 0 72 0 36 0 18 0 9 1 4 0 2 0 1 1 read down "00001001"


How do you express 0 to 20 in a decimal system to binary?

0 = 00000 1 = 00001 2 = 00010 3 = 00011 4 = 00100 5 = 00101 6 = 00110 7 = 00111 8 = 01000 9 = 01001 10 = 01010 11 = 01011 12 = 01100 13 = 01101 14 = 01110 15 = 01111 16 = 10000 17 = 10001 18 = 10010 19 = 10011 20 = 10100


Write the first 30 counting numbers in base 2?

01 = 00001 11 = 01011 21 = 10101 02 = 00010 12 = 01100 22 = 10110 03 = 00011 13 = 01101 23 = 10111 04 = 00100 14 = 01110 24 = 11000 05 = 00101 15 = 01111 25 = 11001 06 = 00110 16 = 10000 26 = 11010 07 = 00111 17 = 10001 27 = 11011 08 = 01000 18 = 10010 28 = 11110 09 = 01001 19 = 10011 29 = 11101 10 = 01010 20 = 10100 30 = 11111


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What is 345.125 in binary?

The method you must use to get to your answer is like this:Perform a modulo operation of 2 on the number, write the digit down and perform an integer division of 2 on your number.Then, repeat every step by writing the result of the modulo before your other modulo-digits. Your last number after the integer division will be a 1; write that number down as a digit before your modulo-digits. The number that consists of 0's en 1's is your decimal number in binary.For example with the decimal number 345125:345125%2=1(345125)dec = (..1)bin345125/2=172562172562%2=0(345125)dec = (..01)bin172562/2=8628186281%2=1(345125)dec = (..101)bin86281/2=4314043140%2=0(345125)dec = (..0101)bin43140/2=2157021570%2=0(345125)dec = (..00101)bin21570/2=1078510785%2=1(345125)dec = (..100101)bin10785/2=53925392%2=0(345125)dec = (..0100101)bin5392/2=26962696%2=0(345125)dec = (..00100101)bin2696/2=13481348%2=0(345125)dec = (..000100101)bin1348/2=674674%2=0(345125)dec = (..0000100101)bin674/2=337337%2=1(345125)dec = (..10000100101)bin337/2=168168%2=0(345125)dec = (..010000100101)bin168/2=8484%2=0(345125)dec = (..0010000100101)bin84/2=4242%2=0(345125)dec = (..00010000100101)bin42/2=2121%2=1(345125)dec = (..100010000100101)bin21/2=1010%2=0(345125)dec = (..0100010000100101)bin10/2=55%2=1(345125)dec = (..10100010000100101)bin5/2=22%2=0(345125)dec = (..010100010000100101)bin2/2=1(345125)dec = (10100010000100101)binSo the decimal number 345125 in binary is 10100010000100101.