Selected quad for the lemma: water_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
water_n	wine_n	worst_a	worth_a	19	3	9.2828	4	false

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A88112	Arithmetick: vulgar, decimal, instrumental, algebraical. In four parts: conteining I Vulgar arithmetick, both in whole numbers and fractions, in a most plain and easie method. II Decimal arithmetick, with the ground and reason thereof, illustrated by divers examples. III Instrumental arithmetick, exactly performing all questions of what nature soever in a decimal way, by scales, with much more ease and facility then can be effected, either by vulgar or decimal arithmetick, the work of reduction being wholly avoided. Nothing in this kind having been hitherto published by any. IV Algebraical arithmetick, conteining an abridgement of the precepts of that art, and the use thereof, illustrated by examples and questions of divers kinds. Whereunto is added the construction and use of several tables of interest and annuities, weights and measures, both of our own and other countries. / By William Leybourn.	Leybourn, William, 1626-1716.; Billy, Jacques de, 1602-1679.	1660 (1660)	Wing L1893; Thomason E1755_1; ESTC R209688	136,634	402

makes_z 12_o r_z best_n wine_n 1_o 15_o 1_o −_o 1_o r_o make_v 15_o −_o 15_o r_z for_o if_o one_o measure_n of_o the_o worst_a wine_n be_v worth_a 12_o crown_n 1_o r_n of_o one_o measure_n of_o the_o same_o wine_n will_v be_v worth_a 12_o r_o of_o crown_n &_o if_o one_o measure_n of_o the_o best_a wine_n be_v worth_a 15_o crown_n 1_o =_o 1_o r_o of_o a_o measure_n of_o the_o same_o wine_n will_v be_v worth_a 15_o −_o 15_o r._n therefore_o 1_o r_n measure_n of_o the_o worst_a wine_n and_o 1_o −_o 1_o r_o measure_n of_o the_o best_a will_v be_v worth_a 15_o −_o 3_o r_z crown_n which_o ought_v to_o be_v equal_a to_o to_o 13_o crown_n add_v therefore_o 3_o r_n to_o each_o part_n of_o the_o equation_n and_o the_o equation_n will_v be_v between_o 3_o r+13_n and_o 15_o take_v away_o therefore_o 13_o from_o both_o side_n and_o the_o equation_n will_v be_v between_o 3_o r_n and_o 2._o divide_v therefore_o 2_o by_o 3_o and_o you_o shall_v have_v 2_o 3_o for_o the_o value_n of_o 1_o r_n and_o so_o much_o aught_o to_o be_v take_v of_o the_o measure_n of_o the_o worst_a wine_n and_o ½_n part_v of_o the_o measure_n of_o the_o best_a wine_n which_o thus_o i_o prove_v by_o the_o rule_n of_o three_o  _fw-fr meas_fw-la cro._n  _fw-fr crown_n worst_a wine_n 1_o 12_o ⅔_n worth_n 8_o best_n wine_n 1_o 15_o ⅔_n 5_o  _fw-fr  _fw-fr  _fw-fr  _fw-fr 13_o cr._n for_o ⅔_n of_o a_o measure_n of_o the_o worst_a wine_n be_v worth_a 8_o crown_n and_o ⅓_n of_o the_o measure_n of_o the_o best_a wine_n be_v worth_a 5_o crown_n which_o add_v together_o make_v three_o question_n iii_o i_o have_v a_o measure_n of_o wine_n worth_a ten_o crown_n how_o much_o water_n must_v i_o mix_v with_o one_o measure_n that_o a_o mix_v like_a measure_n may_v be_v worth_a seven_o crown_n put_v for_o the_o measure_n of_o water_n 1_o r_z then_o frame_v the_o question_n by_o the_o rule_n of_o three_o thus_o meas_fw-la meas_fw-la  _fw-fr meas_fw-la  _fw-fr wine_n water_n crown_v mix_v crown_n 1+1_n r_o 10_o 1_o worth_n 10_o 1+1_n r_o for_o if_o a_o measure_n of_o wine_n together_o with_o 1_o r_o of_o a_o measure_n of_o water_n be_v worth_a 10_o crown_n one_o measure_n of_o wine_n and_o water_n mingle_v together_o will_v be_v worth_a 10_o 1+1_n r_n &_o so_o the_o equation_n will_v be_v between_o 10_o 1+1_n r_o and_z 7_o which_o by_o cross_a multiplication_n be_v reduce_v to_o 10_o and_o 7+7_n r_n take_z away_z 7_o from_o each_o part_n of_o the_o equation_n and_o it_o will_v be_v between_o 3_o and_o 7_o r_n divide_z 3_o by_z 7_o and_o you_o have_v for_o 1_o r_n 3_o 7_o and_o so_o much_o water_n ought_v to_o be_v mingle_v with_o a_o measure_n of_o wine_n that_o a_o measure_n of_o the_o mixture_n may_v be_v worth_a seven_o crown_n and_o be_v thus_o prove_v measure_v of_o wine_n &_o water_n crown_n measure_v crown_n 1_o 3_o 7_o 10_o 1_o worth_n 7_o for_o if_o 1_o of_o wine_n and_o 3_o 7_o of_o water_n be_v worth_a 10_o crown_n 1_o of_o that_o mixture_n be_v worth_a 7_o crown_n question_n iu._n there_o be_v in_o a_o certain_a vessel_n 20_o measure_n of_o wine_n of_o which_o each_o of_o they_o be_v worth_a 12_o crown_n the_o measure_n now_o this_o vessel_n be_v fill_v up_o with_o water_n and_o then_o one_o measure_n of_o this_o mixture_n be_v worth_a 10_o crown_n i_o demand_v the_o content_a of_o the_o vessel_n put_v for_o the_o measure_n 20+1_n r_n then_o work_v by_o the_o rule_n of_o three_o thus_o measure_n measure_v  _fw-fr meas_fw-la  _fw-fr of_o wine_n of_o water_n cro._n mix_a crown_n 20+1_n r_o 240_o 1_o worth_n 240_o 20+1_n r_o for_o if_o one_o measure_n of_o wine_n be_v worth_a twelve_o crown_n a_o measure_n of_o wine_n 20+1_n r_o measure_n of_o water_n together_o will_v be_v worth_a 240_o crown_n therefore_o one_o measure_n mix_v will_v be_v worth_a 240_o 20+1_n r_o crown_n so_o the_o equation_n be_v find_v between_o 240_o 20+1_n r_o and_z 10_o which_o by_o cross_a multiplication_n be_v reduce_v to_o 240_o and_o 200+10_n r_n take_v away_o 200_o from_o both_o part_n and_o there_o will_v remain_v a_o equation_n between_o 40_o and_o 10_o r_n divide_v 40_o by_o 10_o and_o you_o have_v 4_o for_o the_o price_n of_o the_o root_n and_o so_o many_o measure_n of_o water_n be_v put_v into_o the_o vessel_n and_o therefore_o the_o whole_a vessel_n contain_v 24_o measure_n thus_o prove_v 24_o measure_n wine_n and_o water_n worth_a 240_o crown_n 1_o measure_n worth_a 10_o crown_n question_n v._n two_o letter-carrier_n belong_v to_o two_o city_n distant_a each_o from_o other_o 140_o league_n set_v forth_o towards_o one_o another_o at_o one_o and_o the_o same_o time_n the_o one_o travel_n eight_o league_n a_o day_n the_o other_o six_o i_o demand_v on_o what_o day_n they_o shall_v meet_v together_o put_v 1_o r_o for_o the_o day_n then_o work_v by_o the_o rule_n of_o three_o thus_o day_n league_n day_n league_n 1_o 8_o 1_o r_n 8_o r._n 1_o 6_o 1_o r_z 6_o r._n the_o first_o therefore_o in_o 1_o r_o of_o day_n shall_v travel_v 8_o r_n of_o league_n and_o the_o latter_a 6_o r_z and_o both_o of_o they_o together_o will_v have_v measure_v 14_o r_o of_o league_n that_o be_v 140_o league_n there_o be_v therefore_o a_o equation_n between_o 14_o r_n and_o 140._o divide_v then_o 140_o by_o 14_o and_o you_o shall_v have_v 10_o for_o the_o value_n of_o 1_o r._n so_o the_o ten_o day_n finish_v they_o meet_v together_o which_o thus_o i_o prove_v day_n league_n day_n league_n 1_o 8_o 10_o 80_o 1_o 6_o 10_o 60_o for_o the_o first_o in_o 10_o day_n go_v 80_o league_n and_o the_o latter_a go_v 60_o league_n which_o both_o together_o make_v 140_o the_o distance_n of_o the_o two_o city_n from_o one_o another_o question_n vi._n a_o certain_a merchant_n buy_v a_o quantity_n of_o wool_n and_o another_o quantity_n of_o wax_n which_o cost_v he_o together_o 124_o crown_n now_o 100_o pound_n weight_n of_o wool_n cost_v he_o 7_o crown_n and_o 100_o pound_n of_o wax_n cost_v he_o 14_o crown_n but_o the_o quantity_n of_o wool_n that_o he_o buy_v be_v double_a to_o the_o quantity_n of_o wax_n i_o demand_v how_o many_o pound_n of_o each_o sort_n the_o merchant_n buy_v put_v for_o the_o wax_n 1_o r_n and_o for_o the_o wool_n 2_o r_n of_o pound_n then_o work_v by_o the_o rule_n of_o three_o thus_o pound_n crown_n pound_n crown_n 100_o wool_n 7_o 2_o r_z wool_n 14_o 1●0_o r_o 100_o wax_n 14_o 1_o r_z wax_n 14_o 106_o r_n therefore_o there_o will_v be_v a_o equation_n between_o 28_o 100_o r_o of_o crown_n and_o 124_o crown_n divide_v therefore_o 124_o by_o 28_o 100_o and_o you_o shall_v have_v for_o the_o value_n of_o 1_o r_o 442_o 6_o 7_o and_o so_o many_o pound_n of_o wax_n he_o buy_v and_o of_o wool_n 885_o 5_o 7_o which_o be_v thus_o prove_v 100_o pound_n wool_n 7_o crow_n 885_o pound_n 5_o 7_o 62_o cr._n 100_o pound_n wax_v 14_o crow_n 442_o pound_n 6_o 7_o 62_o cr._n and_o so_o for_o wool_n and_o wax_n together_o he_o expend_v 124_o crown_n question_n vii_o a_o certain_a man_n buy_v a_o number_n of_o ell_n of_o velvet_n which_o he_o sell_v again_o he_o buy_v 5_o ell_n for_o 7_o crown_n and_o sell_v 7_o ell_n for_o 11_o crown_n and_o gain_v on_o the_o bargain_n 100_o crown_n i_o demand_v how_o many_o ell_n of_o velvet_n he_o buy_v and_o sell_v in_o all_o put_v for_o the_o quantity_n of_o ell_n 1_o r_n then_o work_v by_o the_o rule_n of_o three_o thus_o ell_n crown_v ell_n crown_v 5_o 7_o 1_o r_z 7_o 5_o r_z 7_o 11_o 1_o r_z 1_o 1_o 7_o r_z you_o see_v if_o 7_o 5r_o of_o crown_n which_o he_o lay_v out_o be_v substract_v from_o 1_o 1_o 7r_n of_o crown_n which_o he_o receiceive_v there_o will_v remain_v 6_o 35r_o of_o crown_n for_o the_o profit_n therefore_o the_o equation_n will_v be_v between_o 6_o 35r_o and_o 100_o r_n divide_v 100_o by_o 6_o 35_o and_o you_o have_v 583⅓_n for_o the_o value_n of_o 1_o r_n and_o so_o many_o ell_n he_o buy_v and_o sell_v thus_o prove_v ell_n crown_v ell_n crown_n 5_o 7_o 583⅓_n 816⅔_n 7_o 11_o 583⅓_n 916⅔_n by_o which_o you_o may_v perceive_v there_o be_v 100_o crown_n get_v question_v viii_o certain_a man_n buy_v a_o number_n of_o ell_n of_o velvet_n pay_v 11_o crown_n for_o 7_o ell_n now_o he_o sell_v the_o whole_a again_o after_o the_o rate_n of_o 5_o ell_n for_o 7_o crown_n and_o lose_v 100_o crown_n by_o the_o bargain_n i_o demand_v how_o many_o ell_n he_o buy_v and_o sell_v in_o all_o put_v for_o the_o number_n of_o ell_n 1_o r_n and_o then_o work_v by_o the_o rule_n of_o three_o thus_o