Selected quad for the lemma: day_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
day_n	degree_n	hour_n	longitude_n	5,383	5	13.5790	5	false

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A68509	The newe attractiue Containyng a short discourse of the magnes or lodestone, and amongest other his vertues, of a newe discouered secret and subtill propertie, concerning the declinyng of the needle, touched therewith under the plaine of the horizon. Now first founde out by Robert Norman hydrographer. Heerevnto are annexed certaine necessarie rules for the art of nauigation by the same R.N.	Norman, Robert, fl. 1590.; Borough, William, 1536-1599.	1581 (1581)	STC 18647; ESTC S112416	31,726	60

whole_a sine_fw-la and_o divide_v the_o product_n by_o the_o sine_fw-la of_o the_o elevation_n of_o the_o equinoctial_a which_o be_v the_o meridian_n altitude_n the_o quotient_n give_v the_o second_o right_n sine_fw-la of_o the_o distance_n of_o the_o sun_n from_o the_o meridian_n which_o be_v the_o first_o right_a sine_z of_o the_o complement_n of_o the_o same_o ark_n and_o enter_v the_o table_n of_o sin_n with_o it_o you_o shall_v find_v his_o ark_n which_o if_o you_o subtract_v from_o the_o quadraut_v or_o 90._o d._n leave_v the_o ark_n of_o the_o distance_n of_o the_o sun_n from_o the_o meridian_n and_o have_v the_o same_o work_n thus_o if_o the_o sine_fw-la of_o the_o complement_n of_o the_o eluation_n of_o the_o sun_n at_o the_o time_n of_o the_o observation_n give_v the_o sine_fw-la of_o the_o foresaid_a ark_n of_o distance_n what_o shall_v the_o whole_a sine_fw-la give_v multiply_v and_o divide_v the_o quotient_n be_v the_o sine_fw-la of_o the_o ark_n of_o the_o horizon_n contain_v between_o the_o azimuth_n of_o the_o sun_n and_o the_o meridian_n which_o ark_n be_v compare_v with_o the_o variation_n of_o the_o instrument_n in_o manner_n as_o before_o be_v show_v give_v the_o variation_n require_v but_o the_o sun_n be_v in_o the_o equinoctial_a if_o the_o place_n where_o the_o observation_n be_v make_v be_v likewise_o under_o the_o same_o circle_n then_o be_v the_o variation_n most_o easy_o observe_v for_o that_o the_o equinoctial_a be_v the_o azimuth_n of_o east_n and_o west_n therefore_o turn_v your_o instrument_n only_o to_o receive_v the_o shadow_n of_o the_o sun_n and_o look_v then_o to_o the_o north_n point_n of_o the_o needle_n if_o you_o find_v the_o same_o to_o answer_v to_o the_o quadrant_a or_o 90._o d._n you_o shall_v be_v in_o the_o meridian_n of_o the_o magnes_n which_o pass_v by_o the_o pole_n of_o the_o world_n but_o if_o it_o do_v differ_v from_o 90._o d._n the_o same_o difference_n be_v the_o variation_n of_o the_o needle_n but_o admit_v the_o observer_n to_o be_v under_o the_o equinoctial_a and_o the_o sun_n to_o have_v declination_n than_o the_o proportion_n of_o the_o sine_fw-la of_o the_o complement_n of_o the_o elevation_n at_o the_o time_n of_o the_o observation_n unto_o the_o sine_fw-la of_o the_o declination_n be_v such_o as_o the_o whole_a sine_fw-la be_v to_o the_o sine_fw-la of_o the_o ark_n of_o the_o horizon_n include_v between_o the_o azimuth_n of_o east_n and_o west_n which_o be_v the_o equinoctial_a itself_o and_o the_o azimuth_n of_o the_o sun_n for_o the_o time_n of_o the_o observation_n the_o complement_n whereof_o give_v the_o true_a meridian_n which_o complement_n you_o may_v compare_v with_o the_o variation_n show_v upon_o the_o instrument_n the_o difference_n be_v the_o variation_n diverse_a other_o case_n may_v be_v propose_v and_o rule_v give_v for_o they_o which_o for_o brevity_n i_o omit_v but_o one_o thing_n i_o think_v good_a to_o admonish_v you_o by_o the_o way_n that_o whereas_o i_o have_v show_v in_o the_o first_o part_n of_o this_o proposition_n the_o manner_n to_o find_v the_o two_o verse_v sin_n the_o one_o of_o the_o semidiurnall_a ark_n the_o other_o of_o the_o ark_n of_o the_o distance_n of_o the_o sun_n from_o the_o meridian_n by_o the_o first_o the_o semidiurnall_a ark_n be_v find_v and_o 〈◊〉_d into_o hour_n and_o minute_n of_o time_n be_v show_v the_o just_a 〈◊〉_d quantity_n of_o the_o day_n and_o by_o the_o ark_n of_o the_o other_o likewise_o reduce_v the_o hour_n of_o the_o day_n or_o the_o time_n contain_v between_o the_o noonsteed_o and_o the_o instant_n of_o the_o observation_n as_o in_o the_o same_o example_n the_o verse_v sine_fw-la of_o the_o semidiurnall_a ark_n ls._n be_v give_v 70386._o in_o such_o part_n as_o the_o semidiameter_n of_o the_o equinoctial_a bd._n be_v 100000._o therefore_o i_o reduce_v the_o same_o into_o such_o part_n as_o the_o semidiameter_n of_o the_o parallel_a lf_n be_v 100000._o and_o find_v it_o to_o be_v 72095._o which_o subtract_v from_o the_o whole_a sine_fw-la lf_n 100000._o there_o rest_v sf_n 27905._o which_o be_v the_o second_o right_a sine_fw-la of_o the_o semidiurnall_a ark_n lr_n and_o the_o right_a sine_fw-la of_o rh_n 16._o d._n 12′_n which_o be_v the_o complement_n of_o the_o semidiurnall_a ark_n lr_n wherefore_o subtracting_n it_o from_o the_o quadrant_a lh_n or_o 90._o d._n rest_v 73._o d._n 48′_n the_o semidiurnall_a ark_n lr_n the_o same_o reduce_v into_o part_n of_o time_n allow_v 15._o d._n for_o a_o hour_n 15′_n for_o a_o minute_n and_o 15″_n for_o a_o second_o of_o time_n and_o for_o every_o degree_n 4._o minute_n of_o time_n for_o every_o minute_n 4″_n and_o for_o every_o second_o 4″_n etc._n etc._n i_o find_v the_o time_n of_o that_o ark_n from_o the_o point_n ascendent_a to_o the_o meridian_n which_o be_v half_a the_o day_n to_o be_v 4._o hour_n 55′_n 12″_n and_o consequent_o the_o whole_a day_n be_v the_o 16._o of_o october_n above_o write_v to_o be_v 9_o hour_n 50′_n 24″_n long_o this_o example_n may_v serve_v for_o a_o general_a precedent_n while_o the_o equinoctial_a be_v between_o the_o sun_n &_o the_o elevate_v pole_n but_o if_o the_o sun_n be_v between_o the_o elevate_v pole_n and_o the_o equinoctial_a then_o will_v the_o verse_v sine_fw-la fall_v out_o to_o be_v great_a than_o the_o whole_a sine_fw-la and_o the_o semidiurnall_a ark_n to_o exceed_v a_o quadrant_a wherefore_o have_v reduce_v the_o same_o into_o his_o proportional_a part_n as_o before_o be_v show_v subtract_v from_o it_o the_o whole_a sine_fw-la the_o surplus_n be_v the_o sine_fw-la of_o the_o excess_n of_o the_o semidiurnall_a ark_n above_o a_o quadrant_a which_o be_v add_v to_o the_o quadrant_a give_v the_o semidiurnall_a ark_n by_o the_o other_o verse_v sine_fw-la of_o the_o distance_n of_o the_o sun_n from_o the_o meridian_n which_o be_v lk_n 23952._o in_o such_o part_n as_o the_o whole_a sine_fw-la or_o semidiameter_n lf_n be_v 100000._o subtract_v from_o the_o whole_a sine_fw-la be_v give_v kf_n 76048._o the_o second_o right_a sine_fw-la of_o the_o same_o ark_n of_o distance_n and_o the_o first_o right_a sine_z of_o 49._o d._n 30′_n 24″_n which_o be_v the_o complement_n of_o the_o ark_n of_o the_o sun_n distance_n from_o the_o meridian_n therefore_o subtract_v the_o same_o from_o 90._o d._n rest_v 40._o d._n 29′_n 36″_n the_o ark_n of_o the_o distance_n between_o the_o sun_n and_o the_o meridian_n which_o be_v reduce_v into_o part_n of_o time_n as_o before_o give_v 2._o hour_n 41′_n 58″_n and_o the_o same_o because_o it_o be_v in_o the_o fornoone_n deduct_v from_o 12._o hour_n the_o noonsteed_o rest_v 9_o hour_n 18′_n 2″_n the_o just_a instant_n of_o the_o time_n of_o the_o day_n but_o if_o this_o verse_v sine_fw-la be_v find_v to_o be_v great_a they_o the_o whole_a sine_fw-la as_o it_o may_v when_o the_o sun_n be_v between_o the_o equinoctial_a and_o the_o elevate_v pole_n and_o before_o the_o hour_n of_o six_o in_o the_o morning_n and_o after_o the_o hour_n of_o six_o in_o the_o evening_n then_o do_v the_o ark_n of_o distance_n consequent_o exceed_v a_o quadrant_a the_o sine_fw-la of_o this_o excess_n be_v the_o surplus_n of_o the_o verse_v sine_fw-la above_o the_o whole_a sine_z who_o ark_n add_v to_o the_o quadrant_a give_v the_o ark_n of_o the_o sun_n distance_n from_o the_o meridian_n and_o reduce_a the_o same_o into_o part_n of_o time_n be_v give_v the_o instant_n of_o time_n of_o the_o observation_n as_o by_o this_o mean_n the_o elevation_n of_o the_o sun_n be_v precise_o observe_v and_o latitude_n know_v the_o instant_n of_o time_n of_o y_fw-fr e_o day_n be_v give_v more_o exact_o then_o by_o any_o clock_n dial_n or_o other_o instrument_n so_o if_o there_o may_v be_v have_v a_o portable_a clock_n that_o will_v continue_v true_a the_o space_n of_o 40._o or_o 50._o hour_n together_o if_o long_o time_n the_o better_a then_o may_v the_o difference_n of_o longitude_n of_o any_o two_o place_n of_o know_v latitude_n which_o convenient_o may_v be_v travel_v within_o that_o time_n be_v also_o most_o exact_o give_v and_o in_o this_o sort_n travel_v and_o observe_v from_o place_n to_o place_n may_v the_o longitude_n of_o any_o country_n be_v perfect_o describe_v ¶_o a_o other_o way_n most_o general_a how_o to_o find_v the_o variation_n by_o one_o observation_n either_o in_o the_o fornoone_n or_o afternoon_n the_o elevation_n of_o the_o pole_n and_o declination_n of_o the_o sun_n be_v give_v ¶_o the_o sixth_o chapter_n for_o the_o accomplish_n of_o this_o proposition_n you_o be_v to_o imagine_v a_o spherical_a triangle_n upon_o the_o superficies_n of_o the_o globe_n who_o side_n must_v be_v first_o the_o portion_n or_o ark_n of_o the_o meridian_n between_o your_o zenith_n and_o the_o pole_n which_o be_v the_o complement_n of_o the_o