Srpski rječnik (1818)Prosveta, 1818 - 71 pages |
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Page 23
... d = bd , a b · c d = bd. However, before we proceed any further, we must make certain these definitions of +,· on Q are well-defined. That is if [a, b]=[r, s] and [c, d] = [t, u], then [ad + bc, bd]=[a, b]+[c, d] = [r, s]+[t, u]=[ru + ...
... d = bd , a b · c d = bd. However, before we proceed any further, we must make certain these definitions of +,· on Q are well-defined. That is if [a, b]=[r, s] and [c, d] = [t, u], then [ad + bc, bd]=[a, b]+[c, d] = [r, s]+[t, u]=[ru + ...
Page 13
... B 4 a ∫D C → → The side edges 'b' and 'd' do not contribute to the amount of ∫ B 4 d→s , da and → Bd→s are perpendicular to each other. Therefore, the closed line integral is ∮ → B 4 d→s =B4 a + B4 b4 cos π 2 + B 4 c 4 cosπ + ...
... B 4 a ∫D C → → The side edges 'b' and 'd' do not contribute to the amount of ∫ B 4 d→s , da and → Bd→s are perpendicular to each other. Therefore, the closed line integral is ∮ → B 4 d→s =B4 a + B4 b4 cos π 2 + B 4 c 4 cosπ + ...
Page 24
... B'D + BD ' ) ( CD + C'D ′ ) , A ' : CD + BC'D . The consequent of A ' in this last implication was before shewn to be the antecedent of A ' . Hence Therefore A ' CD + BC'D ' . ACD + CD ' + B'C ' CD + CD + B'D . = These two equivalents ...
... B'D + BD ' ) ( CD + C'D ′ ) , A ' : CD + BC'D . The consequent of A ' in this last implication was before shewn to be the antecedent of A ' . Hence Therefore A ' CD + BC'D ' . ACD + CD ' + B'C ' CD + CD + B'D . = These two equivalents ...
Page 29
... bd a(2 + b + c + )d (B) a4 +b4 +c4 + d4 - abcd a(2 + b + c + )d (C) 2 abcd a + b + c + d (D) None of these 27. The sides of a quadrilateral which can be inscribed in a circle are 3, 3, 4 and 4 cm, then the radius of the incircle of the ...
... bd a(2 + b + c + )d (B) a4 +b4 +c4 + d4 - abcd a(2 + b + c + )d (C) 2 abcd a + b + c + d (D) None of these 27. The sides of a quadrilateral which can be inscribed in a circle are 3, 3, 4 and 4 cm, then the radius of the incircle of the ...
Page 26
... b by 3. We have 3 ( a + b ) = a + b + a + b + a + b = 3a + 3b . Similarly ... before the result ; and collect these results to form the complete product ... bd ; therefore ( a + b ) ( c + d ) = ac + ad + bc + bd . Again ; multiply a ...
... b by 3. We have 3 ( a + b ) = a + b + a + b + a + b = 3a + 3b . Similarly ... before the result ; and collect these results to form the complete product ... bd ; therefore ( a + b ) ( c + d ) = ac + ad + bc + bd . Again ; multiply a ...
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ам амсе Бан Бачк Бачкој Бог број ва већ во вријеме вца га глагола говори говорисе дав дан дев дег деп діе діє дође ђе ђевојка ђекоји ђујем Ерц им има имају имена имсе јед језик јем кажу коме коњ коња кујем куће лим ло људи љујем ма мало ме мјесто млож може му намастир него нем нема немсе ни није нца ња ње њега он онда они послије пред прије рем Рес ријечи рујем сад све сви Србији Србљи Срем Сријему ст тако ти треба три ће һур чета човек шка augm chen coll etmas ex alio facio fich Frauenname genus junge Linn machen Mannsname nomen femi nomen feminae nomen viri ſich v. r. impf v. r. pf v.pf vide wenig werfen