plz divide 3.14÷6 and send me
Answers
Explanation:
by the reciprocal π−1 of π . However, if you are interested in trying to develop a concrete computational approach to the problem, then it would be good to try to figure out some type of long division algorithm, which I suspect is the real focus of your question. One can do this, but the long division we will perform with π is not quite as nice as the standard long division of two integers.
First, here is a computationally focused approach. Let a be a real number you have in question. You want to solve the equation a=qπ+r with 0≤ r<π where q is an integer and r is a non-negative real number between strictly less than π . Therefore, take multiplies of π :
…,−3π,−2π,−π,0,π,2π,3π,…
Find the first multiple qπ such that qπ≤a<(q+1)π . This can be done by searching the digits of each number. Now, subtract qπ from a to obtain r=a−qπ . This will force r to be a positive real number less than π . You will be able to represent the decimal representation of r at the same precision as you can with π and a . Then, a=qπ+r and if you divide both sides of this equation by π , you obtain .
The integer is known as the whole part of and may be expressed as the floor of this fraction — i.e. . The real number is known as the fractional part of and this may be written as .
Of course, this is all unnecessary unless you want to actually approximate the division in decimal form. However, this computation does show that the integers adjoined by , which is usually written has some form of division. In other words, if is a real