111001÷101 in binary
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The solution of the given problem in binary number system is given below:111001/101 = 1011The calculation is described as follows:Number 1 in the "decimal system"111001_{2}=57_{10}Number 2 in the "decimal system"101_{2}=5_{10}Therefore, the division is,\frac{57}{5}=11.4Result in binary form is given below:11.4_{10}=1011_{2}The "binary number system" is the number system which has a base of two. The base of the number system is the total number of unique characters/digits which are used for representing any number/value of that number system.
sarkaraditya0529:
if (a=b=4)^2+(a-b+z)^2=0 (a,b are real),then the value of a:b is
no
we have to solve step by step
you are afraid haha
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