90 



Mr. P. F. Ward on the Transverse 



To find the form assumed by the rod we construct the 

 following table : — 



x. 



0o(#). 



i// O). 



-u/C. 



z\l. 







1-000000 



1-000000 



19-5707 



•000000 



1 



1-590636 



•576724 



11-5842 



•188143 



2 



2-394833 



•282992 



6-15779 



•376287 



3 



3-468650 



•0880035 



2-71392 



•564430 



4 



4-879732 



- -0330216 



•79478 



•752574 



5 



6-70929 



-•0999263 



•04169 



•940717 



The curve is shown in fig. 1. 



Fig. 1. 



In the second mode ^=15*207, and 



u = C{'215563£ (#)-354-429^oW} 1 

 The corresponding table is 



2 Var. 



x. 



<p (x). 



W*). 



u/C. 



z/l. 













-354-214 



•oooooo 





1 







-204-065 



•065759 





2 







- 99-784 



•131518 





3 







- 30-4433 



•197277 



f3-8 



361 



4-28443 



+ -00674789 



- 1-46809 





\3-82 



36481 



4-33994 



+ -00247215 



4- -059329 







4 







+ 127557 



•263037 





5 







4- 36-8631 



•328796 





6 



905436 



-•128413 



4- 47-4651 



•394555 





7 



1203039 



-•130723 



+ 489251 



•460314 





8 



15-77410 



-•116292 



+ 44-6177 



•526073 





9 



20-47731 



-•0922279 



+ 37-1025 



•591833 





10 



26-23987 



-•0637983 



+ 28-2683 



•657592 





11 



333748 



- -0347379 



+ 19-4980 



•723351 





12 



42-1129 



- -0076087 



4- 11-7747 



•789110 





15 



81-2433 



- -0106065 



+ -05391 



•986388 



