Introductio in analysin infinitorum

SINUUM EXPLICATIONIBUS INFINITIS. 157 CAP. XI. $- \frac{m^{36}}{n^{36}} \cdot O, 000000000000000037$ $- \frac{m^{38}}{n^{38}} \cdot O, 000000000000000004$ 195. Si isti Sinuum & Cosinuum Logarithmi hyperbolici multiplicentur per O, 4342944819 &c. , prodibunt eorundem Logarithmi vulgares ad Radium $= 1$ relati. Quoniam vero in Tabulis Logarithmus Sinus totius statui solet $= 10$, quo Logarithmi tabulares Sinuum & Cosinuum obtineantur, post multiplicationem addi debet 10. Hinc erit Logarithmus tabularis Sinus Anguli $\frac{m}{n} 90^\circ =$ $lm + l(2n-m) + l(2n+m) - 3ln$ + $9,594059885702190$ $- \frac{m^2}{n^2} \cdot O, 070022826605901$ $- \ [TRUNCATED]