Encyclopaedia Britannica: Or a Dictionary of Arts, Sciences and Miscellaneous Litterature, 1. köide,2. number1810 - 399 pages |
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Page 408
... these rules in the following manner . 1ft , Any fraction may be taken away by R. 3. 2dly , All the terms including the unknown quantity , may be brought to one fide of the equation , and the known terms to the other , by R. 1. Laftly ...
... these rules in the following manner . 1ft , Any fraction may be taken away by R. 3. 2dly , All the terms including the unknown quantity , may be brought to one fide of the equation , and the known terms to the other , by R. 1. Laftly ...
Page 417
... these ; J. 2 . 3 . Cafe 1 . x2 + ax = b1 -ax = b2 —ax = — fr x2 + ax = b1 x2 + ax + a2 = b2 a * + 2 == " + " * == Cafe 2 . x2 - ax - b2 x2 — ax + 22 = b2 + a2 4 4 a x2 - ax = -b ? Cafe 3 . x2 - a2 + X- √ 4 4 Of these cases it may be ...
... these ; J. 2 . 3 . Cafe 1 . x2 + ax = b1 -ax = b2 —ax = — fr x2 + ax = b1 x2 + ax + a2 = b2 a * + 2 == " + " * == Cafe 2 . x2 - ax - b2 x2 — ax + 22 = b2 + a2 4 4 a x2 - ax = -b ? Cafe 3 . x2 - a2 + X- √ 4 4 Of these cases it may be ...
Page 422
... these terms will be found by the following rule . Divide the exponent of a in any term by the exponent of b increased by 1 , and the quotient multiplied by the coefficient of that term will give the coefficient of the next folowing term ...
... these terms will be found by the following rule . Divide the exponent of a in any term by the exponent of b increased by 1 , and the quotient multiplied by the coefficient of that term will give the coefficient of the next folowing term ...
Page 424
... these sciences ; on account of its extent and importance it is here omitted , and the principles of it are more particularly explained in the third part of these elements . In this place shall be given an example of the ufe of ...
... these sciences ; on account of its extent and importance it is here omitted , and the principles of it are more particularly explained in the third part of these elements . In this place shall be given an example of the ufe of ...
Page 425
... these two quantities may be varied . tions . Likewise , if xy2 = a1b , then y ' : a2 :: b : x , or y1 : 1 ; : a1 I b 2 x that is , y has a conftant proportion to the reci procal of x , or y2 is increased in the fame proportion as x is ...
... these two quantities may be varied . tions . Likewise , if xy2 = a1b , then y ' : a2 :: b : x , or y1 : 1 ; : a1 I b 2 x that is , y has a conftant proportion to the reci procal of x , or y2 is increased in the fame proportion as x is ...
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Common terms and phrases
affiftance againſt alfo Algiers almoft alſo America ancient arteries becauſe befides blood body bones British cafe called calyx cartilages caufe cavity chyle colour compofed confequence confiderable confifts courfe defcribed difcovered dura mater equation expreffed faid falt fame fays fecond feems feen fent feparated ferve feven feveral fhips fhould fide figns fimple firft firſt fituation fize fmall folution fome fometimes foon fpecies fquare ftate ftill ftomach ftone fubftance fubject fuch fufficient fuperior fupply fuppofed furface himſelf ifland itſelf lacteals laft lefs ligament likewife Lord Cornwallis meaſure membrane moft moſt mufcles muft muſcles muſt neceffary neral nerves obferved occafion offa oppofite paffage pafs perfon pofitive pofterior prefent procefs proportional equation purpoſe quantity raiſed reafon refemblance refolved refpect reprefented roots ſmall thefe themſelves theſe thofe thoracic duct thoſe tibia tion troops ufually ulna uſed veffels veins vertebræ weft whofe