Selected quad for the lemma: money_n

Word A Word B Word C Word D Occurrence Frequency Band MI MI Band Prominent
money_n farthing_n penny_n shilling_n 1,765 5 11.4626 5 false
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ID Title Author Corrected Date of Publication (TCP Date of Publication) STC Words Pages
A96647 Willsfords arithmetick, naturall, and artificiall: or, decimalls. Containing the science of numbers, digested in three books. Made compendious and facile for all ingenious capacities, viz: merchants, citizens, sea-men, accomptants, &c. Together with the theorie and practice united in a sympathetical proportion betwixt lines and numbers, in their quantitites and qualities, as in respect of form, figure, magnitude and affection: demonstrated by geometrie, illustrated by calculations, and confirmed with variety of examples in every species. / By Thomas Willsford, Gent. Willsford, Thomas.; Vaughan, Robert, engraver. 1656 (1656) Wing W2874; Thomason E1584_1; ESTC R204128 162,697 364

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two_o the_o first_o of_o they_o contain_v a_o row_n of_o shilling_n descend_v from_o 19_o s._n unto_o 1_o s._n and_o from_o 11_o d._n unto_o 1_o d._n and_o from_o 3_o farthing_n unto_o 1_o q._n last_o from_o 3_o mite_n unto_o one_o m_o inclusive_a against_o every_o one_o of_o these_o stand_v their_o respective_a english_a coin_n shilling_n pence_n 19_o 95_o 11_o 0458333_o 18_o 9_o 10_o 0416667_o 17_o 85_o 9_o 0375_o 16_o 8_o 8_o 0333333_o 15_o 75_o 7_o 0291667_o 14_o 7_o 6_o 025_o 13_o 65_o 5_o 0208333_o 12_o 6_o 4_o 0166667_o 11_o 55_o 3_o 0125_o 10_o 5_o 2_o 0083333_o 9_o 45_o 1_o 0041667_o 8_o 4_o farthing_n 7_o 35_o 3_o 003125_o 6_o 3_o 2_o 0020833_o 5_o 25_o 1_o 0010417_o 4_o 2_o mite_n 3_o 15_o 3_o 0007812_o 2_o 1_o 2_o 0005208_o 1_o 05_o 1_o 0002604_o decimall_n as_o for_o farthing_n they_o be_v never_o lawful_a money_n of_o england_n yet_o each_o of_o those_o be_v subdivide_v into_o 4_o mite_n or_o lesser_a part_n for_o more_o exactness_n in_o some_o question_n one_o of_o these_o be_v a_o fraction_n to_o the_o integer_fw-la thus_o express_v ¼_n of_o ¼_n of_o 1_o 12_o of_o 1_o 20_o part_n of_o a_o pound_n sterling_a which_o if_o reduce_v be_v 1_o 3840_o who_o decimall_n will_v be_v 0002604_o according_a to_o the_o 1_o chap._n and_o 4_o rule_n of_o this_o book_n and_o all_o the_o rest_n may_v be_v discover_v in_o the_o same_o manner_n or_o more_o compendious_o by_o multiplication_n into_o all_o the_o other_o part_n ascend_v but_o then_o calculate_v the_o first_o decimall_n in_o more_o place_n than_o you_o intend_v for_o the_o table_n otherwise_o you_o may_v commit_v error_n and_o those_o beget_v many_o more_o as_o for_o example_n the_o decimall_n of_o 1_o mite_n be_v 0002604_o which_o multiply_v by_o 4_o will_v produce_v 0010416_o which_o be_v too_o little_a 1_o farthing_n be_v 0010417_o so_o reduction_n may_v be_v sometime_o necessary_a to_o regulate_v your_o table_n where_o the_o decimall_n be_v long_o continue_v the_o table_n thus_o make_v the_o 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troy_n weight_n be_v frame_v as_o be_v the_o former_a according_a to_o the_o 4_o rule_n &_o 1_o chap_n of_o this_o book_n or_o have_v discover_v the_o least_o decimall_n number_n you_o may_v find_v the_o other_o by_o addition_n or_o multiplication_n or_o have_v find_v the_o great_a number_n you_o may_v find_v any_o of_o the_o other_o number_n by_o subtraction_n or_o division_n yet_o care_n must_v be_v have_v in_o it_o especial_o from_o those_o which_o be_v irrational_a as_o for_o example_n in_o the_o decimall_n of_o 14_o penny_n w._n wherein_o 0041667_o and_o troy-weight_n ounce_n 11_o 9166667_o 10_o 8333333_o 9_o 75_o 8_o 6666667_o 7_o 5833333_o 6_o 5_o 5_o 4166667_o 4_o 3333333_o 3_o 25_o 2_o 1666667_o 1_o 0833333_o pennyweight_n 19_o 0791667_o 18_o 075_o 17_o 0708333_o 16_o 0666667_o 15_o 0625_o 14_o 0583333_o 13_o 0541667_o 12_o 05_o 11_o 0458333_o 10_o 0416667_o 9_o 0375_o 8_o 0333333_o 7_o 0291667_o 6_o 025_o 5_o 0208333_o 4_o 0166667_o 3_o 0125_o 2_o 0083333_o 1_o 0041667_o 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averdupois_n little_a weight_n the_o construction_n of_o these_o i_o have_v explain_v in_o the_o two_o former_a table_n and_o the_o use_n of_o they_o little_o differ_v from_o the_o other_o only_o in_o the_o fractionall_a part_n whereof_o this_o consist_v in_o ounce_n drachma_n scruple_n and_o grain_n and_o a_o weight_n by_o these_o will_v be_v thus_o express_v as_o for_o example_n 8_o lb_n 15_o o._n 7_o d._n 2_o s._n 23_o g._n the_o decimal_n in_o the_o table_n for_o 15_o o._n be_v 9375_o for_o 7_o dr_n for_o 2_o s._n 0052083_o and_o for_o 23_o gr_n 0024957_o the_o total_a be_v 9998915_o and_o the_o whole_a number_n thus_o inscribe_v 8_o lb_n 9998915_o which_o fraction_n want_v but_o 1_o gr_n to_o make_v it_o 9_o lb_n to_o the_o former_a fraction_n add_v the_o decimal_n of_o 1_o gr_n which_o be_v 0001085_o the_o total_a will_v be_v 10,000,000_o the_o unite_v or_o integer_fw-la unto_o these_o decimall_n of_o 7_o place_n iv_o the_o decimall_n table_n of_o reduction_n of_o averdupois_n 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the_o sum_n of_o these_o be_v 9910714_o or_o in_o all_o 3_o c._n 9910714_o the_o number_n require_v this_o want_v but_o one_o pound_n of_o 4_o c_o weight_n then_o add_v the_o decimall_n of_o 1_o lb_n to_o it_o that_o be_v 0089286_o the_o sum_n be_v 10000000_o which_o be_v 112_o lb._n to_o this_o add_v 3_o c._n the_o total_a will_v be_v 4_o c._n the_o thing_n require_v viz_o 40,000,000_o v._o decimall_n table_n of_o reduction_n of_o long_a or_o radical_a measure_n from_o a_o foot_n unto_o 1_o 10_o part_n of_o a_o inch_n and_o the_o artificial_a number_n to_o 7_o place_n the_o use_n of_o this_o long_a measure_n 1_o foot_n or_o