Clavius, Christoph, Geometria practica

Page concordance

< >
Scan Original
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29 1.
30 2
31
32
33 3
34 4
35 5
36 6
37 7
38 8
39 9
40 10
< >
page |< < of 450 > >|
    <echo version="1.0RC">
      <text xml:lang="la" type="free">
        <div xml:id="echoid-div13" type="section" level="1" n="13">
          <note position="right" xml:space="preserve">
            <pb file="025" n="25" rhead="INDEX."/>
          quoque angulum à linea ſecante, & illa alia, quæ per interſectionem diametri
            <lb/>
          cum prædicta chorda perpendiculari ducitur, bifariam. # 258
            <lb/>
          XXIX. Deſcriptionem pentagoni æquilateri, & æquianguli ſupra datam
            <lb/>
          rectam ab Alberto Durero traditam, & quam omnes ferè architecti, atque arti-
            <lb/>
          fices approbant, falſam eſſe, demonſtrare. # 360
            <lb/>
          SCHOLIVM. Deſcriptionem eiuſdem pentagoniab aliis nonnul-
            <lb/>
          lis traditam, falſam quoque eſſe, demonſtrare. # 362
            <lb/>
          XXX. Inuentionem lateris heptagoni in dato circulo non rectè à quibuſ-
            <lb/>
          dam tradi, demonſtrare. # 362
            <lb/>
          XXXI. Octogonum æquilaterum, & æquiangulum circulo inſcriptum, me-
            <lb/>
          dio loco proportionale eſt inter quadratum eidem circulo circumſcriptum, &
            <lb/>
          quadratum inſcriptum. # 364
            <lb/>
          XXXII. Si ex diametro quadrati detrahatur ipſi{us} lat{us}: Reliqua linea
            <lb/>
          erit lat{us} alteri{us} quadrati, cui{us} diameter eſt linea, quæ relinquitur ſi lat{us} in-
            <lb/>
          uentum bis ex diametro prioris quadrati auferatur: vel ſi idem lat{us} inuentum
            <lb/>
          ex prioris quadrati latere tollatur. # 365
            <lb/>
          XXXIII. Octogonum æquilaterum, & æquiangulum ad datam altitudi-
            <lb/>
          nem, latitudinemue conſtituere. # 365
            <lb/>
          XXXIV. Ambitumterræ ex edito aliquo monte metiri. # 366
            <lb/>
          XXXV. Priſmati cuicunque cylindrum æqualem, & Pyramidi conum æ-
            <lb/>
          qualem: Ac viciſſim cylindro Priſma æquale, & cono æqualem Pyramidem
            <lb/>
          conſtituere. # 367
            <lb/>
          XXXVI. Dato cylindro, aut Priſmati æqualem conum, vel Pyramidem
            <lb/>
          ſub eadem altitudine: Et viciſſim dato cono, vel pyramidi æqualem cylindrum,
            <lb/>
          aut Priſma eiuſdem altitudinis conſtituere. # 368
            <lb/>
          COROLLARIVM I. Tam Cylindrum, quam Priſma, mu-
            <lb/>
          tare in Pyramidem, aut conum; Et Pyramidem tam in cylindrum, quam
            <lb/>
          in priſma æquale conuertere. # 368
            <lb/>
          COROLLARIVM II. Cylindrum, Priſma, Conum, ac Pyrami-
            <lb/>
          dem commutare in parallelepipedum rectangulum æquale, cuius baſis
            <lb/>
          ſit quadrata. # 369
            <lb/>
          XXXVII. Datum cylindrum, vel Priſma: Similiter datum conum,
            <lb/>
          vel pyramidem cuiuſcunque altitudinis, in æqualem ſub data qualibet
            <lb/>
          alia altitudine, & ſupra baſem quotcunque angulorum reuocare. # 369
            <lb/>
          XXXVIII. Dato parallelepipedo rectangulo cubum æqualem deſcri-
            <lb/>
          bere. # </note>
        </div>
      </text>
    </echo>