Linguistic DNA - Concept Modelling Demonstrator

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
power_n	great_a	length_n	line_n	3,131	5	11.3194	5	false

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A48331	The compleat surveyor containing the whole art of surveying of land by the plain table, theodolite, circumferentor, and peractor ... : together with the taking of all manner of heights and distances, either by William Leybourn.	Leybourn, William, 1626-1716.	1653 (1653)	Wing L1907; ESTC R20856	115,157	173

cut_v off_o 3_o 7_o part_n first_o draw_v the_o line_n ac_fw-la make_v any_o angle_n as_o cab_n then_o from_o a_o set_v off_o any_o seven_o equal_a part_n as_o 1_o 2_o 3_o 4_o 5_o 6_o 7_o and_o from_o 7_o draw_v the_o line_n 7b_n now_o because_o 3_o 7_o be_v to_o be_v cut_v off_o from_o the_o line_n ab_fw-la therefore_o from_o the_o point_n 3_o draw_v the_o line_n 3d_o parallel_n to_o 7b_v cut_v the_o line_n ab_fw-la in_o d_o so_o shall_v ad_fw-la be_v 3_o 7_o of_o the_o line_n ab_fw-la and_o db_n shall_v be_v 4_o 7_o of_o the_o same_o line_n for_o as_o a7_n be_v to_o ab_fw-la âˆ·_o so_o be_v a3_n to_o ad._n prob._n xxiv_o to_o find_v a_o mean_a proportional_a between_o two_o line_n give_v in_o the_o follow_a figure_n let_v the_o two_o line_n give_v be_v a_o and_o b_o between_o which_o it_o be_v require_v to_o find_v a_o mean_a proportional_a let_v the_o two_o give_v line_n a_o and_o b_o be_v join_v together_o in_o the_o point_n e_o make_v one_o right_a line_n as_o cd_o which_o divide_v into_o two_o equal_a part_n in_o the_o point_n g_o upon_o which_o point_n g_z with_o the_o distance_n gc_n or_o gd_v describe_v the_o semicircle_n cfd_n then_o from_o the_o point_n e_o where_o the_o two_o line_n be_v join_v together_o raise_v the_o perpendicular_a of_o cut_v the_o periphery_n of_o the_o semicircle_n in_o f_o so_o shall_v the_o line_n of_o be_v a_o mean_a proportional_a between_o the_o two_o give_v line_n a_o and_o b_o for_o as_o ed_z to_z of_o âˆ·_o so_o of_o to_o cf._n as_o 9_o to_o 12_o âˆ·_o so_o 12_o to_o 16._o prob._n xxv_o how_o to_o divide_v a_o line_n in_o power_n according_a to_o any_o proportion_n give_v in_o this_o figure_n let_v cd_o be_v a_o line_n give_v to_o be_v divide_v in_o power_n as_o the_o line_n a_o be_v to_o the_o line_n b._n first_o divide_v the_o line_n cd_o in_o the_o point_n e_o in_o proportion_n as_o a_o to_o b_o by_o the_o 13_o problem_n then_o divide_v the_o line_n cd_o into_o two_o equal_a part_n in_o the_o point_n g_o and_z on_z g_z at_o the_o distance_n gc_n or_o gd_v describe_v the_o semicircle_n cfd_n and_o upon_o the_o point_n e_o raise_v the_o perpendicular_a of_o cut_v the_o semicircle_n in_o f_o last_o draw_v the_o line_n cf_n and_o df_n which_o together_o in_o power_n shall_v be_v equal_a to_o the_o power_n of_o the_o give_v line_n cd_o and_o yet_o in_o power_n one_o to_o the_o other_o as_o a_o to_o b._n prob._n xxvi_o how_o to_o enlarge_v a_o line_n in_o power_n according_a to_o any_o proportion_n assign_v in_o the_o former_a figure_n let_v ce_fw-fr be_v a_o line_n give_v to_o be_v enlarge_v in_o power_n as_o the_o line_n b_o to_o the_o line_n g._n first_o by_o the_o 13_o problem_n find_v a_o line_n in_o proportion_n to_o the_o give_v line_n ce_fw-fr as_o b_o be_v to_z g_z which_o will_v be_v cd_o upon_o which_o line_n describe_v the_o semicircle_n cfd_n and_o on_o the_o point_n e_o erect_v the_o perpendicular_a of_o then_o draw_v the_o line_n cf_n which_o shall_v be_v in_o power_n to_o ce_fw-fr as_o g_z to_z b._n prob._n xxvii_o to_o enlarge_v or_o diminish_v a_o plot_n give_v according_a to_o any_o proportion_n require_v let_v abcde_v be_v a_o plot_n give_v to_o be_v diminish_v in_o power_n as_o l_o to_z k._n divide_v one_o of_o the_o side_n as_o ab_fw-la in_o power_n as_o l_o to_o k_o in_o such_o sort_n that_o the_o power_n of_o of_o may_v be_v to_o the_o power_n of_o ab_fw-la as_o l_o to_z k._n then_o from_o the_o angle_n a_o draw_v line_n to_o the_o point_n c_o and_o d_o that_o do_v by_o f_o draw_v a_o parallel_n to_o bc_n to_o cut_v ac_fw-la in_o g_z as_o fg._n again_o from_o g_o draw_v a_o parallel_n to_o cd_o to_o cut_v ad_fw-la in_o h._n last_o from_o h_n draw_v a_o parallel_n to_o de_fw-fr to_o cut_v ae_n in_o i_o so_o shall_v the_o plot_n afghi_n be_v like_o abcde_v and_o in_o proportion_n to_o it_o as_o the_o line_n l_o to_o the_o line_n k_o which_o be_v require_v also_o if_o the_o lesser_a plot_n be_v give_v and_o it_o be_v require_v to_o make_v a_o great_a in_o proportion_n to_o it_o as_o k_o to_o l._n then_o from_o the_o point_n a_o draw_v the_o line_n ac_fw-la and_z ad_fw-la at_o length_n also_o increase_v of_o and_z a_z that_o do_v enlarge_v of_o in_o power_n as_o k_o to_o l_o which_o set_v from_o a_o to_o b_o then_z by_z b_o draw_v a_o parallel_n to_o fg_v to_o cut_v ac_fw-la in_fw-la c_o as_o bc._n likewise_o from_o c_z draw_v a_o parallel_n to_o gh_v to_o cut_v ad_fw-la in_o d_o as_o cd_o last_o a_o parallel_n from_o d_o to_o he_o as_o de_fw-fr to_o cut_v a_z be_v increase_v in_o e_o so_o shall_v you_o include_v the_o plot_n abcde_v like_a afghi_n and_o in_o proportion_n thereunto_o as_o the_o line_n k_o be_v to_o the_o line_n l_o which_o be_v require_v prob._n xxviii_o how_o to_o make_v a_o triangle_n which_o shall_v contain_v any_o number_n of_o acre_n rood_n and_o perch_n and_o who_o base_a shall_v be_v equal_a to_o any_o possible_a number_n give_v if_o it_o be_v require_v to_o make_v a_o triangle_n which_o shall_v contain_v 5_o acre_n 2_o rood_n 30_o perch_n who_o base_a shall_v contain_v 50_o perch_n you_o must_v first_o reduce_v your_o 5_o acre_n 2_o rood_n 30_o perch_n all_o into_o perch_n in_o this_o manner_n first_o because_o 4_o rood_n make_v one_o acre_n multiply_v your_o 5_o acre_n by_o 4_o which_o make_v 20_o to_o which_o add_v the_o two_o odd_a rood_n so_o have_v you_o 22_o rood_n in_o your_o 5_o acre_n 2_o rood_n then_o because_o 40_o perch_n make_v one_o rood_n multiply_v your_o 22_o rood_n by_o 40_o which_o make_v 880_o perch_n to_o which_o add_v the_o 30_o odd_a perch_n and_o you_o shall_v have_v 910_o and_o so_o many_o perch_n be_v contain_v in_o 5_o acre_n 2_o rood_n 30_o perch_n now_o to_o make_v a_o triangle_n which_o shall_v contain_v 910_o perch_n &_o who_o base_a shall_v be_v 50_o perch_n do_v thus_o double_v the_o number_n of_o perch_n give_v namely_o 910_o and_o they_o make_v 1820_o then_o because_o the_o base_a of_o the_o triangle_n must_v contain_v 50_o perch_n divide_v 1820_o by_o 50_o the_o quotient_n will_v be_v 36â…–_n which_o will_v be_v the_o length_n of_o the_o perpendicular_a of_o your_o triangle_n this_o do_v from_o any_o equal_a scale_n lie_v down_o the_o line_n ab_fw-la equal_a to_o 50_o perch_n then_o upon_o b_o raise_v the_o perpendicular_a bd_o equal_a to_o 36â…–_n perch_v and_o draw_v the_o line_n cd_o parallel_n to_o ab_fw-la then_o from_o any_o point_n in_o the_o line_n cd_o as_o from_o e_z draw_v the_o line_n ea_z and_o ebb_n include_v the_o triangle_n aeb_fw-mi which_o shall_v contain_v 5_o acre_n 2_o rood_n 30_o perch_n which_o be_v require_v prob._n xxix_o how_o to_o reduce_v a_o trapezia_n into_o a_o triangle_n by_o a_o line_n draw_v from_o any_o angle_n thereof_o the_o trapezia_n give_v be_v abcd_v and_o it_o be_v require_v to_o reduce_v the_o same_o into_o a_o triangle_n first_o extend_v the_o line_n dc_o and_o draw_v the_o diagonall_a bd_o then_o from_o the_o point_n a_o draw_v the_o line_n ae_n parallel_n to_o bd_o extend_v it_o till_o it_o cut_v the_o side_n cd_o in_o the_o point_n e._n last_o from_o b_o draw_v the_o line_n be_v constitute_v the_o triangle_n ebc_n which_o shall_v be_v equal_a to_o the_o trapezia_n abcd._n prob._n xxx_o how_o to_o reduce_v a_o trapezia_n into_o a_o triangle_n by_o line_n draw_v from_o any_o point_n in_o any_o of_o the_o side_n thereof_o let_v abcd_n be_v a_o trapezia_n give_v and_o let_v h_n be_v a_o point_n in_o one_o of_o the_o side_n thereof_o from_o which_o point_n h_n let_v it_o be_v require_v to_o draw_v line_n which_o shall_v reduce_v the_o trapezia_n into_o a_o triangle_n first_o extend_v the_o side_n which_o be_v opposite_a to_o the_o give_v point_n namely_o the_o side_n cd_o both_o way_n to_o e_z and_o f_o and_o then_o from_o the_o point_n h_n draw_v line_n to_o the_o angle_n c_o and_o d_o as_o the_o line_n hc_a and_o hd_a also_o draw_v the_o line_n ae_n and_o bf_a parallel_n to_o hc_n and_o hd_a cut_v the_o extend_a line_n cd_o in_o the_o point_n e_o and_z f._n last_o if_o from_o the_o point_n h_n you_o draw_v the_o line_n he_o and_o hf_n you_o shall_v constitute_v the_o triangle_n hef_fw-fr which_o shall_v be_v equal_a to_o the_o trapezia_n abcd._n prob._n xxxi_o how_o to_o reduce_v a_o irregular_a plot_n of_o five_o side_n into_o a_o triangle_n the_o irregular_a plot_n give_v be_v abcde_v and_o it_o be_v require_v to_o reduce_v the_o same_o into_o a_o triangle_n first_o extend_v the_o side_n ae_n both_o way_n to_o f_o and_o g_o and_o from_o

in_o the_o practice_n whereof_o the_o young_a practitioner_n will_v take_v much_o delight_n and_o receive_v no_o small_a satisfaction_n there_o be_v also_o teach_v how_o to_o take_v the_o plot_n of_o any_o field_n or_o other_o enclosure_n several_a way_n both_o by_o the_o plain_a table_n theodolite_n and_o circumferentor_n by_o which_o will_v appear_v what_o congruity_n and_o harmony_n there_o be_v between_o these_o several_a instrument_n for_o if_o you_o take_v the_o plot_n of_o any_o field_n by_o any_o one_o of_o they_o and_o then_o by_o another_o of_o they_o and_o plot_v your_o work_n by_o the_o same_o scale_n as_o both_o your_o observation_n you_o shall_v if_o you_o be_v careful_a find_v that_o these_o two_o plot_n will_v agree_v together_o as_o exact_o as_o if_o they_o have_v be_v both_o take_v by_o one_o and_o the_o same_o instrument_n and_o for_o this_o reason_n i_o have_v make_v one_o scheme_n or_o figure_n serve_v for_o three_o several_a chapter_n which_o have_v much_o abreviate_v the_o number_n of_o diagram_n and_o will_v i_o persuade_v myself_o give_v better_a satisfaction_n to_o the_o learner_n than_o variety_n of_o figure_n can_v have_v do_v in_o the_o manner_n of_o protract_v when_o you_o have_v reserve_v your_o degree_n out_o by_o the_o needle_n in_o the_o circumferentor_n or_o the_o index_n of_o the_o peractor_n i_o have_v because_o the_o practice_n thereof_o be_v very_o usual_a and_o no_o less_o difficult_a in_o pag_n 233_o insert_v a_o figure_n so_o plain_a and_o perspicuous_a that_o the_o very_a sight_n thereof_o will_v be_v enough_o if_o there_o be_v no_o word_n use_v to_o explain_v the_o use_n thereof_o after_o the_o plot_n of_o any_o field_n be_v take_v and_o protract_v according_a to_o any_o of_o the_o former_a direction_n i_o come_v to_o show_v how_o the_o content_a thereof_o may_v be_v attain_v several_a way_n that_o be_v to_o find_v how_o many_o acre_n rood_n and_o perch_n be_v contain_v in_o any_o field_n thus_o plot_v also_o there_o be_v teach_v how_o to_o measure_v mountainous_a and_o uneven_a ground_n and_o to_o find_v the_o area_n or_o content_n thereof_o you_o be_v also_o teach_v in_o this_o four_o book_n how_o to_o take_v the_o time_n plot_n of_o a_o whole_a manor_n or_o of_o diverse_a several_n both_o by_o the_o plain_a table_n theodolite_n circumferentor_n or_o peractor_n with_o the_o manner_n how_o to_o keep_v account_n in_o your_o field-book_n after_o the_o most_o sure_a and_o exact_a way_n also_o how_o to_o reduce_v your_o plot_n to_o draw_v a_o perfect_a draught_n thereof_o and_o to_o deck_v and_o beautify_v the_o same_o and_o in_o the_o last_o place_n there_o be_v a_o example_n of_o water-levelling_a by_o which_o you_o may_v know_v whether_o water_n may_v be_v convey_v from_o a_o springhead_n to_o any_o determinate_a place_n or_o not_o thus_o have_v i_o give_v you_o some_o general_a intimation_n of_o the_o principal_a head_n contain_v in_o the_o follow_a treatise_n which_o you_o may_v see_v more_o aparent_a in_o the_o follow_a analysis_n but_o best_a of_o all_o in_o the_o book_n itself_o unto_o which_o i_o chief_o refer_v you_o wish_v that_o you_o may_v take_v the_o same_o delight_n and_o pleasure_n in_o the_o practice_n of_o those_o thing_n therein_o contain_v as_o i_o do_v in_o the_o compose_n of_o they_o so_o shall_v i_o think_v my_o labour_n well_o bestow_v and_o be_v the_o more_o animate_v to_o present_v thou_o with_o some_o other_o mathematical_a treatise_n who_o be_o a_o friend_n to_o all_o that_o be_v mathematical_o affect_v william_n leybourn_n a_o general_z survey_v of_o the_o whole_a work_n the_o follow_a treatise_n be_v divide_v into_o four_o book_n i._o of_o geometry_n which_o consist_v of_o 1._o definition_n page_n 3_o 2._o theorem_n 10._o 3._o problem_n concern_v 1._o raise_v and_o let_v fall_n of_o perpendicular_o 11._o 2._o the_o make_n of_o equal_a angle_n and_o draw_v of_o parallel_a line_n 13._o 3._o the_o divide_v of_o right_a line_n equal_o 14._o 4._o the_o constitute_v of_o right_n line_v figure_n 16._o 5._o the_o work_n of_o proportion_n by_o line_n 17._o 6._o the_o divide_v of_o right_a line_n proportional_o 18._o 7._o the_o divide_v of_o triangle_n according_a to_o proportion_n both_o arithmetical_o and_o geometrical_o by_o a_o line_n draw_v 1._o from_o any_o angle_n 19_o 2._o from_o a_o point_n in_o any_o side_n 21._o 3._o parallel_v in_o any_o side_n 22._o 8._o the_o power_n of_o line_n and_o superficies_n 25._o 9_o the_o reduce_n of_o figure_n from_o one_o form_n to_o another_o as_o four_o five_o six_o solid_a figure_n into_o triangle_n 28._o 10._o the_o divide_v of_o any_o plain_a superficies_n into_o two_o or_o more_o part_n according_a to_o any_o proportion_n by_o line_n draw_v either_o from_o any_o angle_n or_o from_o a_o point_n in_o any_o side_n 30._o ii_o of_o instrument_n as_o 1._o in_o general_n 37._o 2._o of_o the_o theodolite_a 39_o 3._o of_o the_o circumferentor_n 40._o 4._o of_o the_o plain_a table_n 42._o 5._o of_o chain_n and_o chief_o of_o master_n rathborn_v 46._o master_n gunter_n 47._o 6._o of_o the_o protractor_n 50._o 7._o of_o scale_n plain_n and_o diagonall_a 52._o 8._o of_o a_o field-book_n 53._o 9_o of_o the_o parallelogram_n 54._o iii_o of_o trigonometrie_n and_o 1._o of_o the_o description_n and_o use_n of_o the_o table_n of_o sines_n 57_o and_o logarithm_n 63._o 2._o the_o application_n of_o these_o table_n as_o also_o of_o the_o line_n of_o number_n sin_n and_o tangent_n in_o resolve_v of_o plain_a triangle_n right_o angle_v 74._o and_o oblique_a angle_v 79._o iv_o the_o use_n of_o instrument_n and_o 1._o of_o the_o scale_n in_o take_v therefrom_o lay_v down_o line_n and_o angle_n of_o any_o quantity_n 179._o 2._o of_o the_o protractor_n in_o lay_v down_o find_v the_o quantity_n of_o any_o angle_n 182._o 3._o of_o the_o plain_a table_n theodolite_n circumferentor_n to_o find_v a_o angle_n in_o the_o field_n therewith_o 163._o 4._o of_o the_o label_n thereby_o to_o observe_v a_o horizontall_a line_n or_o line_n of_o level_n a_o angle_n of_o altitude_n 166._o 5._o of_o take_v distance_n accessible_a or_o inaccessible_a by_o the_o plain_a table_n 187._o theodolite_fw-la 189._o circumferent_a 190._o and_o to_o protract_v the_o same_o 191._o 6._o of_o the_o take_n of_o accessible_a inaccessible_a altitude_n by_o the_o label_n and_o tangent_fw-la line_n 192._o and_o to_o protract_v the_o same_o 195._o 7._o of_o take_v divers_a distance_n at_o once_o by_o the_o plain_a table_n 196._o and_o theodolite_a 198._o and_o to_o protract_v the_o same_o 199._o 8._o to_o take_v the_o plot_n of_o a_o field_n at_o one_o station_n take_v in_o the_o middle_n thereof_o by_o the_o plain_a table_n 201._o theodolite_fw-la 203._o circumferentor_n 205._o and_o to_o protract_v the_o same_o 206._o 9_o to_o take_v the_o plot_n of_o a_o field_n at_o one_o station_n take_v in_o any_o angle_n thereof_o by_o the_o plain_a table_n 208._o theodolite_fw-la ibid._n circumferentor_n 210._o and_o to_o protract_v the_o same_o 210._o 10._o to_o take_v the_o plot_n of_o a_o field_n at_o two_o station_n take_v in_o any_o part_n thereof_o by_o the_o plain_a table_n 212._o theodolite_fw-la 214._o circumferentor_n 216._o and_o to_o protract_v the_o same_o 216._o 11._o to_o take_v the_o plot_n of_o a_o field_n at_o two_o station_n take_v in_o any_o part_n thereof_o only_o measure_v the_o stationarie_a distance_n by_o the_o plain_a table_n 218._o theodolite_fw-la 220._o circumferentor_n 220_o and_o to_o protract_v the_o same_o 222_o 12._o of_o large_a champion_n plain_n or_o wood_n to_o take_v plot_n thereof_o by_o the_o plain_a table_n 223._o theodolite_fw-la 226._o and_o to_o protract_v the_o same_o 228._o with_o a_o way_n to_o prove_v the_o truth_n thereof_o 230._o 13._o to_o take_v the_o plot_n of_o any_o field_n woodpark_n chase_n forrest_n or_o other_o large_a champion_n plain_a by_o the_o circumferentor_n 230._o and_o to_o protract_v the_o same_o 233._o with_o diverse_a caution_n for_o the_o exact_a performance_n thereof_o 14._o of_o the_o peractor_n contrive_v by_o master_n rathborn_a how_o to_o make_v the_o plain_a table_n to_o do_v the_o work_v thereof_o better_o than_o the_o peractor_n itself_o 236._o 15._o to_o take_v the_o plot_n of_o any_o piece_n of_o land_n by_o the_o peractor_n 236._o and_o to_o protract_v the_o same_o 240._o 16._o of_o find_v the_o area_n or_o superficial_a content_n of_o any_o piece_n of_o land_n the_o plot_n thereof_o be_v first_o take_v and_o chief_o of_o the_o geometrical_a square_n 241_o the_o long_a square_n 242._o the_o triangle_n 242._o the_o trapezia_n 243._o any_o irregular_a plot_n of_o a_o field_n 244._o the_o circle_n 245._o 17._o the_o manner_n of_o cast_v up_o the_o content_a of_o any_o piece_n of_o land_n in_o acre_n etc._n etc._n by_o mr._n rathborn_v chain_n 246_o mr._n gunter_n chain_n 249_o 18._o

Selected quad for the lemma: power_n

Text snippets containing the quad