Seek the name lxy

0

∫Lxyds=∫(0,π /2)(cos t )(2sint )d t?

=∫(0,π /2) sin 2t d t

=0

Curves that turn around are generally infinite in length and zero in area. At this time, the curve itself is a space larger than 1 smaller than 2 dimensions.

The steps to solve the curve equation are as follows:

(1) Establish an appropriate coordinate system, and use an ordered real number pair (x, y) to represent the coordinates of any point m on the curve;

(2) Write a set of suitable conditions p = {m | p (m)};

(3) the condition p(M) is expressed by coordinates, and the equation f (x, y) = 0 is listed;

(4) Simplified equation f(x, y) = 0;

(5) Verify (review) whether the obtained curve equation ensures purity and integrity.