Slide-Rule Notes

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The proof may be left as an exercise for the reader. If one of the angles is obtuse, we must use its supplement, i.e.
its defect from 180°, which is most easily done by reading the S scale backwards from 90°. Thus, 110° or 90° + 20° may be read by reading 20° backwards from 90°, thus making up 110°.
60 SLIDE-RULE NOTES 25. Second Method of dealing with the equation • a ^ sni t7 = -• c Without "upsetting" the slide, pull it out to the right until a on the slide is opposite c on the ruler ; then
...opposite the right-hand mark on the back of the ruler read on the S scale as already explained (§23). (Cf. Fig. 36.) This method may fail to give a reading if Q is less than 5° 44', but is sometimes convenient when only one angle has to be dealt with. Notice that it ojives also the solution of cosec 6 = a Ex. Find from the equations : sin = ^.
sin = 11.
sin0 = JoV 26. Third Method (see Figs. 40 and 41).— "Upset" and "Invert" the slide and pull it out until an end of the S scale is opposite a on the top scale of the ruler.


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