A Synopsis of the Principal Formulae and Results of Pure Mathematics by Charles BrookeJ.& J.J. Deighton, 1829 - 358 σελίδες |
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Σελίδα xii
... Log read denominator log .... a .... 20 98 14 119 two last 131 13 14 154 15 181 9 195 13 21 196 1 , Note 198 5 , 6 , Note 199 5 203 11 210 5 230 14 ... -an after same for cos B sin ... ... COS circumscribed B1 C2 + B1C1 ef ... ( sec x2 ) ...
... Log read denominator log .... a .... 20 98 14 119 two last 131 13 14 154 15 181 9 195 13 21 196 1 , Note 198 5 , 6 , Note 199 5 203 11 210 5 230 14 ... -an after same for cos B sin ... ... COS circumscribed B1 C2 + B1C1 ef ... ( sec x2 ) ...
Σελίδα 109
... log Tan 4 * = logr + log a - log b . c = ( a2 + b2 ) * ; C = b cos A ; or . log c = logr + log blog Cos A. b = ( c2 ... sin Bcos A. [ 2 ] Given a , c : [ 3 ] Given A , c : a = c sin 4 ; or b may log a = log c + log Sin A — log r . B = 90 ...
... log Tan 4 * = logr + log a - log b . c = ( a2 + b2 ) * ; C = b cos A ; or . log c = logr + log blog Cos A. b = ( c2 ... sin Bcos A. [ 2 ] Given a , c : [ 3 ] Given A , c : a = c sin 4 ; or b may log a = log c + log Sin A — log r . B = 90 ...
Σελίδα 110
... sin B b = a ; sin A log blog a + log Sin Blog Sin A. e may be similarly determined . [ 2 ] Given B , a , b ; a sin 4 = sin B ; b log Sin A = log a - log blog Sin B. This result is ambiguous if a > b , and B is an acute angle . C = 180 ° - ( ...
... sin B b = a ; sin A log blog a + log Sin Blog Sin A. e may be similarly determined . [ 2 ] Given B , a , b ; a sin 4 = sin B ; b log Sin A = log a - log blog Sin B. This result is ambiguous if a > b , and B is an acute angle . C = 180 ° - ( ...
Σελίδα 111
Charles Brooke. sin C c = a sin A log c = log a + log Sin C - log Sin A. or c = · ( a2 + b2 — 2 ab cos C ) 3 : 2 ab assume ( tan 0 ) 2 = = vers C ; ( a - b ) 2 log Tan 0 = { log 2+ log a + log b + log Vers C + log r } -log ( a - b ) ...
Charles Brooke. sin C c = a sin A log c = log a + log Sin C - log Sin A. or c = · ( a2 + b2 — 2 ab cos C ) 3 : 2 ab assume ( tan 0 ) 2 = = vers C ; ( a - b ) 2 log Tan 0 = { log 2+ log a + log b + log Vers C + log r } -log ( a - b ) ...
Σελίδα 112
... log Tan A = { log ( s — b ) + log ( s — c ) —log s — log ( s — a ) } + log r . If A nearly = 90 ° , the first method ... sin dist . from pole . If the intersections of three great circles are the poles of three others , the intersections ...
... log Tan A = { log ( s — b ) + log ( s — c ) —log s — log ( s — a ) } + log r . If A nearly = 90 ° , the first method ... sin dist . from pole . If the intersections of three great circles are the poles of three others , the intersections ...
Άλλες εκδόσεις - Προβολή όλων
A Synopsis of the Principal Formulae and Results of Pure Mathematics Charles Brooke Πλήρης προβολή - 1829 |
A Synopsis of the Principal Formulae and Results of Pure Mathematics ... Charles Brooke Δεν υπάρχει διαθέσιμη προεπισκόπηση - 2017 |
A Synopsis of the Principal Formulae and Results of Pure Mathematics Charles Brooke Δεν υπάρχει διαθέσιμη προεπισκόπηση - 2019 |
Συχνά εμφανιζόμενοι όροι και φράσεις
¹b₁ a-log a.cos a₁ a₁x angle arcs Assume ax² axis ay² B.cos B.sin b₁ Biot Bour c₁ co-ordinates conjugate diameters const continued fraction converging fraction cosec cosine curve cx² determined dimensions divisor e₁ eliminating ellipse formula functions given equation greatest common divisor hyperbola impossible integer integral intersection Let the equation log Cot log Sin log Sin Blog logarithmic logr method modulus negative number of solutions number of terms obtained parabola plane positive possible root prime number primitive equation quadratic equation quotients R₁ radius reduced remainders sine square straight line substituting subtangent Suppose surface tangent ternary ternary form theorem triangle u₁ unknown quantities values x₁ y₁ απ