Clavius, Christoph, Geometria practica

Table of contents

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[411.] Tabula quadratorum, & Cuborum.
Page: 410 (382)
[412.] Tabula Quadratorum, & cuborum.
Page: 411 (383)
[413.] Tabula Quadratorum, & Cuborum.
Page: 412 (384)
[414.] Tabula Quadratorum, & cuborum.
Page: 413 (385)
[415.] Tabula Quadratorum, & Cuborum.
Page: 414 (386)
[416.] DE DIFFERENTHS QVADRATO-rum & cuborum, & de continuationeta-bulæ eorundem.
Page: 415 (387)
[417.] VSVS PRÆCEDENTIS TABVLÆ quadratorum, & cuborum in radicibus extrahendis.
Page: 419 (391)
[418.] FINIS LIBRI OCTAVI.
Page: 420 (392)
[419.] ALPHABETICVS RERVM. AC VERBORVM.
Page: 421
[420.] ERRATA.
Page: 445
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          # @irca angulum rectum & latere, quod
            <lb/>
          # recto angulo opponitur. # 168
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          Rectanguli trianguli area. # 165
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          Rectangulo dato ſupra datã rectã æquale
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          # rectangulum facile conſtruere. # 162
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          Rectangulum, cui{us} duo exceſſ{us} dantur,
            <lb/>
          # quib{us} diameter vtrumque lat{us} ſupe-
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          # rat, conſtituere. # 350
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          Rectangulum dato rectilineo æquale faci-
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          # lè conſtruere. # 339
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          Rectangulum, in quo exceſſ{us} diametriſu-
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          # pra mai{us} lat{us}, & maioris lateris ſu-
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          # pramin{us} datur, conſtituere. # 351
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          Rectangulum ſub differentia exceſſuum,
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          # quib{us} diameter alicui{us} rectanguli v-
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          # trumque lat{us} ſuper at, & minore exceſ-
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          # ſu bis ſumptum, vnà cum quadrato mi-
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          # noris exceſſ{us}bis ſurn
            <unsure/>
          pto æquale eſt qua
            <lb/>
          # drato rectæ, qua min{us} lat{us} minorem
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          # exceſſum ſuperat. # 349
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          Rectangulum ſub ſegmentis diametri ali-
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          # cui{us} rectanguli (ductis per idem pun-
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          # ctum diametri parallelis) comprehen-
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          # ſum, æquale eſt duob{us} rectangulis ſub
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          # ſegmentis duorum laterum inæquali-
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          # um comprehenſis. # 357
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          Rectangulum ſub diametro, & circumfe-
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          # rentia maximi circuli in ſphæra, qua-
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          # druplum eſt circuli maximi, & ſuperfi-
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          # ciei conuexæ eiuſdẽſphæræ æquale. # 219
            <lb/>
          Rectangulorum area. # 157
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          Rectangulorum triangulorum rectilineo-
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          # rum problemata. # 44
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          Rectarum duarum proportionem haben-
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          # tiũ, quãlat{us} quadratricis ad basẽ, ma-
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          # ior æqualis eſt quadranti circuli, cui{us}
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          # ſemidiameter eſt minor recta. # 326
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          Rectilineã figurã planã, vel circulũ in da-
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          # ta proportione augere, vel minuere. # 272
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          Rectilineum angulum in tr{es} æqual{es} an-
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          # gulos diuidere. # 356
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          Rectis trib{us} datis in vno plano non par al-
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          # lelis, rectam ducere, {et}iam per datum
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          # interdum punctum in media, ita vt ei{us}
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          # ſegmenta inter mediã, & extrem{as} ſint
            <lb/>
          # æqual{es}, vel datã habeãt ꝓportionẽ. # 354
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          Re@tilineis duob{us} inæqualib{us} datis, ex
            <lb/>
          # maiore ꝑ lineam vni lateri parallelam
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          # detrahere rectilineũ minori æquale. # 243
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          Rectili
            <unsure/>
          neo cuilibet æquale rectangulum fa
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          # cilè conſtruere. # 339
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          Rectilineo dato æquale quadrilaterũ inter
            <lb/>
          # du{as} rect{as} ſuper datam rectam per li-
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          # neam parallelam conſtituere. # 239
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          Rectilineo in triangulo reſoluto ex vno ali-
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          # quo puncto, rect{as} ipſis triangulis or di-
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          # ne proportional{es} inuenire. # 246
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          Rectilineo dato parallelogrãmũ rectangu-
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          # lũ æquale, & Iſoperimetrũ cõſtituere. # 216
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          Rectilineum datum per rectam à quouis
            <lb/>
          # angulo, vel puncto lateris, in datam ꝓ-
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          # portionem ſecare. # 248
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          Rectilineum datum ex angulo, vel puncto
            <lb/>
          # dato in latere, in quotuis part{es} æqual{es}
            <lb/>
          # diſtribuere. # 252
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          Rectilineũ datum in quotuis part{es} æqua-
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          # l{es} diſtribuere. # 260
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          Rectilineũ datũ rectã datæ rectæ paralle-
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          # lã in datam proportionem diu dere. # 253
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          Rectilineorum triangulorum obliquan-
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          # gulorum problemata. # 47
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          Rectilineorum triangulorum rectangulo-
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          # rum problemata. # 44
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          Regionis, aut vrbis, vel campi ſitum in pla-
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          # no deſcribere. # 147
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          Rectis duab{us} datis, quarum maior dia-
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          # metrum quadrati minoris non ſuperet:
            <lb/>
          # maiorem it a ſecare, vt partium quadræ
            <lb/>
          # ta ſimul ſumpta quadrato minoris li-
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          # neæ ſint æqualia. # 352
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          Reflexionis angul{us} cur angulo incidentiæ
            <lb/>
          # ſit æqualis. # 341
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          Regula communis menſorum in area cu-
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          # iuſuis figuræ, vel agri inueſtiganda. # 173
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          Regula propria extractionis radicis cubi-
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          # cæ. # 283
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          Regula vnica adomn{es} rect{as} dimetiẽd{as},
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          # quando rerum extrema videntur. # 152
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          Regulæ conſtructio loco fili cum perpendi-
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          # culo. # 17
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          Regulare corp{us} quodlibet dato cubo æ-
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          # quale conſtituere. # 37@
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          Regulari corpori ſphæram æqualem exhi-
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          # ber@. # </note>
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