Selected quad for the lemma: day_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
day_n	thursday_n	tuesday_n	wednesday_n	6,293	5	12.3637	5	false

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A74684	The scales of commerce and trade: ballancing betwixt the buyer and seller, artificer and manufacture, debitor and creditor, the most general questions, artificiall rules, and usefull conclusions incident to traffique: comprehended in two books. The first states the ponderates to equity and custome, all usuall rules, legall bargains and contracts, in wholesale ot [sic] retaile, with factorage, returnes, and exchanges of forraign coyn, of interest-money, both simple and compounded, with solutions from naturall and artificiall arithmetick. The second book treats of geometricall problems and arithmeticall solutions, in dimensions of lines, superficies and bodies, both solid and concave, viz. land, wainscot, hangings, board, timber, stone, gaging of casks, military propositions, merchants accounts by debitor and creditor; architectonice, or the art of building. / By Thomas Willsford Gent.	Willsford, Thomas.	1660 (1660)	Wing W2876; Thomason E1748_1; Thomason E1748_2; ESTC R209647	103,352	283

25_o  _fw-fr 1665_o sunday_n vii_o july_n 2_o 9_o 16_o 23_o 30_o  _fw-fr 1666_o monday_n viii_o august_n 6_o 13_o 20_o 27_o  _fw-fr 1667_o tuesday_n ix_o septemb_n 3_o 10_o 17_o 24_o ✚_o 1668_o wednesd_v x_o october_n 1_o 8_o 15_o 22_o 29_o  _fw-fr 1669_o friday_n xi_o novem._n 5_o 12_o 19_o 26_o  _fw-fr 1670_o saturday_n xii_o decemb._n 3_o 10_o 17_o 24_o 31_o the_o table_n use_v explain_v this_o table_n contain_v 6_o colume_n the_o first_o have_v only_o 3_o cross_n to_o signify_v those_o year_n against_o they_o to_o be_v great_a than_o the_o rest_n be_v bissextiles_fw-la or_o leapyear_n in_o the_o next_o be_v the_o year_n that_o shall_v be_v elapse_v since_o the_o birth_n of_o ch●ist_n from_o 1659._o unto_o the_o year_n 1670._o in_o the_o three_o column_n be_v place_v the_o week_n day_n which_o begin_v each_o year_n respective_o or_o the_o first_o day_n of_o january_n in_o the_o four_o and_o five_o stand_v the_o 13_o month_n the_o last_o column_n show_v the_o weekdaye_n in_o every_o month_n on_o which_o new-year_n day_n do_v fall_v upon_o in_o any_o of_o these_o year_n example_n i._n it_o be_v require_v to_o know_v what_o day_n of_o the_o week_n shall_v be_v the_o four_o of_o december_n in_o the_o year_n 1659._o against_o which_o i_o find_v saturd_a for_o the_o first_o day_n of_o the_o year_n and_o likewise_o the_o three_o of_o decemb._n the_o next_o be_v sunday_n the_o thing_n desire_v the_o saturdaye_n in_o this_o month_n 1659._o be_v upon_o 3_o 10_o 17_o 24_o 31._o saturday_n conclude_v both_o month_n and_o year_n and_o sunday_n begin_v the_o year_n 1660_o as_o in_o the_o table_n example_n ii_o admit_v it_o be_v require_v in_o a_o leap-year_n to_o know_v what_o day_n of_o any_o month_n shall_v be_v sunday_n here_o you_o be_v to_o observe_v that_o in_o bisextiles_fw-la or_o intercalary_n year_n there_o be_v one_o day_n add_v to_o february_n which_o then_o have_v 29._o so_o after_o that_o month_n take_v one_o from_o the_o day_n find_v as_o in_o the_o year_n 1660._o the_o first_o sunday_n in_o march_n in_o october_n and_o the_o last_o day_n of_o december_n be_v require_v new-year_n day_n i_o find_v to_o be_v upon_o a_o sunday_n and_o in_o the_o column_n of_o month_n against_o march_n stand_v 5_o which_o shall_v have_v be_v the_o same_o day_n of_o the_o week_n but_o be_v february_n have_v 29_o day_n this_o year_n the_o 4_o 11_o 18_o 25_o be_v the_o sunday_n in_o march_n this_o year_n second_o against_o october_n i_o find_v 1_o which_o shall_v have_v be_v the_o same_o with_o new-year_n day_n in_o a_o common_a year_n but_o now_o the_o last_o of_o september_n so_o the_o 7_o day_n of_o october_n shall_v be_v the_o ●●rst_a sunday_n likewise_o 14_o 21_o 28_o and_o from_o any_o other_o number_n subtract_v 1._o and_o then_o for_o december_n the_o last_o lord_n day_n shall_v be_v 30_o and_o the_o 31_o to_o conclude_v the_o year_n shall_v be_v monday_n a_o gregorian_a calendar_n bis_z new-year_n day_n  _fw-fr month_n day_n  _fw-fr 1659._o feria_fw-la 4_o ☿_o i_o january_a 1_o 8_o 15_o 22_o 29_o ✚_o 1660_o feria_fw-la 5_o ♃_o two_o february_n 5_o 12_o 19_o 26_o  _fw-fr 1661._o feria_fw-la 7_o ♄_o iii_n march_n 5_o 12_o 19_o 26_o  _fw-fr 1662._o feria_fw-la 1_o ☉_o iv_o april_n 2_o 9_o 16_o 23_o 30_o  _fw-fr 1663._o feria_fw-la 2_o ☽_o v_n may_n 7_o 14_o 21_o 28_o ✚_o 1664_o feria_fw-la 3_o ♂_o vi_o june_n 4_o 11_o 18_o 25_o  _fw-fr 1665_o feria_fw-la 5_o ♃_o vii_o july_n 2_o 9_o 16_o 23_o 30_o  _fw-fr 1666_o feria_fw-la 6_o ♀_o viii_o august_n 6_o 13_o ●0_n 27_o  _fw-fr 1667_o feria_fw-la 7_o ♄_o ix_o septemb_n 3_o 10_o 17_o 24_o ✚_o 1668_o feria_fw-la 1_o ☉_o x_o october_n 1_o 8_o 15_o 22_o 29_o  _fw-fr 1669_o feria_fw-la 3_o ♂_o xi_o novem._n 5_o 12_o 19_o 26_o  _fw-fr 1670_o ●eria_fw-la 4_o ♀_o xii_o decemb._n 3_o 10_o 17_o 24_o 31_o this_o calendar_n of_o 12_o year_n be_v make_v for_o the_o payment_n or_o receipt_n of_o money_n or_o merchandize_v assign_v upon_o a_o prefix_a day_n of_o the_o month_n in_o foreign_a part_n to_o find_v on_o what_o day_n it_o will_v fall_v upon_o observe_v this_o table_n do_v not_o essential_o differ_v from_o the_o former_a in_o construction_n but_o in_o the_o day_n of_o the_o month_n the_o reform_a account_n be_v 10_o day_n before_o we_o so_o that_o the_o 22_o day_n of_o december_n according_a to_o the_o old_a style_n or_o computation_n be_v the_o first_o day_n of_o january_n in_o the_o new_a and_o so_o all_o the_o other_o month_n precede_v our_o 10_o day_n their_o septimana_fw-la or_o weekday_n be_v diverse_o reckon_v but_o most_o usual_o thus_o viz._n sunday_n feria_n prima_fw-la dies_fw-la dominica_n or_o die_v solis_n ☉_o monday_n feria_n secunda_fw-la or_o die_v lunae_n ☽_o tuesday_n feria_n tertia_fw-la or_o die_v ma_n it_o be_v ♂_o wednesday_n feria_n quarta_fw-la or_o die_v mercurii_n ☿_o thursday_n feria_n quinta_fw-la o●_n die_v jovis_n ♃_o friday_n feria_n sexta._o or_o die_v veneris_n ♀_o saturday_n feria_n septima_fw-la sabbath_n or_o d●e●_n saturni_n ♄_o the_o f●r●t_a computation_n be_v a_o arithmetical_a progression_n from_o 1_o to_o 7._o the_o other_o accord_v to_o the_o planet_n denote_v by_o their_o character_n as_o they_o be_v appro●riatod_a unto_o those_o peculiar_a day_n in_o other_o thing_n this_o table_n differ_v not_o from_o the_o former_a so_o i_o refer_v the_o reader_n to_o those_o 2_o example_n the_o second_o book_n demonstrate_v a_o sympathetical_a affection_n between_o arithmetic_n and_o geometry_n by_o solution_n of_o several_a problem_n or_o proposition_n of_o magnitude_n with_o exactness_n by_o the_o assistance_n of_o art_n and_o number_n problem_n i._n in_o any_o right-lined_a triangle_n propound_v with_o the_o perpendicular_a and_o basis_n to_o find_v the_o area_n or_o content_n of_o it_o in_o square_a inch_n foot_n yard_n perch_n &c_n &c_n in_o whole_a number_n or_o fraction_n the_o theorem_a the_o superficial_a content_n of_o any_o right-lined_a triangle_n be_v half_a the_o square_n produce_v in_o multiply_v of_o the_o basis_n by_o the_o perpendicular_a lib._n 1._o prop._n 16._o trigon_n in_o the_o triangle_n a.c.d._n from_o the_o angle_n at_o a._n let_v fall_v a_o perpendicular_a as_o a._n b._n upon_o the_o basis_n or_o ground-line_n c.d._n this_o perpendicular_a suppose_n to_o be_v measure_v in_o inch_n or_o foot_n etc._n etc._n but_o here_o in_o this_o admit_v 4_o foot_n and_o the_o basis_n c._n d._n 5_o foot_n the_o product_n of_o these_o be_v 20_o square_a foot_n the_o half_a of_o this_o 10_o foot_n superficial_a content_n of_o the_o triangle_n a.c.d._n the_o thing_n require_v all_o right-lined_a multiangular_a and_o irregular_a figure_n may_v be_v reduce_v into_o triangle_n and_o thus_o measure_v a_o problem_n of_o great_a use_n to_o the_o surveyer_n problem_n ii_o in_o all_o plain_a rightangled_n triangle_n with_o either_o of_o the_o two_o side_n know_v to_o find_v the_o three_o side_n from_o whence_o with_o any_o line_n how_o to_o describe_v or_o set_v out_o a_o perfect_a square_n for_o any_o plat_v or_o building_n etc._n etc._n the_o theorem_a in_o any_o lie_v right_o angle_v triangle_n give_v the_o square_n make_v of_o the_o hypothenusal_a or_o subtendant_a side_n be_v equal_a to_o the_o square_n make_v of_o both_o the_o contain_v side_n lib._n 1._o prop._n 23._o trigon_n in_o the_o last_o triangle_n a.c.d._n have_v let_v fall_v a_o perpendicular_a from_o the_o angle_n at_o a_o as_o the_o line_n a._n b._n make_v 2_o right_a angle_a triangle_n viz._n a.b.c._n and_o a._n b._n d._n whereof_o a.b._n be_v 4._o and_o b._n c._n be_v 3._o their_o square_n 9_o and_o 16_o the_o sum_n of_o they_o 25._o who_o quadrat_fw-la root_n be_v 5_o as_o by_o the_o demonstration_n may_v be_v explain_v in_o the_o second_o book_n pag._n 122._o the_o true_a length_n of_o a.c._n the_o hypothenusal_a require_v and_o the_o square_n of_o a._n b._n 16._o and_o b.d._n 4._o will_n be_v 20._o wh●●e_v root_n will_v be_v a.d._n as_o 4_o 4_o 9_o or_o 4_o 47_o 100_o but_o neither_o of_o they_o exact_o true_a as_o lib._n 2._o par_fw-fr 1._o examp_n 5._o but_o to_o return_n if_o the_o subtendant_a side_n a._n c._n be_v know_v and_o one_o of_o the_o other_o two_o contain_v side_n the_o three_o side_n will_v be_v discover_v as_o admit_v a.c._n 5_o and_o a.b._n 4._o their_o square_n 25._o and_o 16._o the_o difference_n 9_o who_o quadrat_fw-la root_n be_v 3._o for_o the_o side_n b.c._n or_o if_o the_o square_a of_o 3_o that_o be_v 9_o be_v take_v from_o 25._o the_o remainder_n will_v be_v 16._o the_o root_n 4._o for_o the_o perpendicular_a a.b._n in_o all_o plain_a right_a angle_a triangle_n these_o number_n be_v only_o rational_a to_o be_v find_v without_o fraction_n or_o their_o product_n and_o quotient_n