page 98

98 / 102 Russian, pre-1918 confidence 0.94 not checked by a human

Provenance

transcript transcript: 2026-09-29T23:41:07+00:00 machine-generated
normalization normalization: 2026-10-02T18:15:40+00:00 machine-generated

Full TPME chain

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confident worth a look check the scan Open the full scan

Text as printed modern spelling both

as printed − 3 + modern spelling − 2 +

0 – 95 – 0.81
1 г надо вычислить приближенно съ избыткомъ; поэтому вмѣсто 0.99
2 и v надо подставить такія изъ возможныхъ для нихъ значе- 0.97
3 нія, при которыхъ г будетъ имѣть найбольшее значеніе. Надо 1.00
4 приять – =; тогда 0.84
5 37,143 0.92
6 2,13 1.00
7 2 0.98
8 0,002+0,0 1.00
9 ли 0.88
10 37.143 0.91
11 r– 17,5(0,002-+0,175) —17,5.0,177— 3,1 0.91
12 Итакъ предѣломъ неизбљжной погрѣшности въ ъ будетъ 3,1. 0.96
13 Вычисляемъ нисшій пределъ съ точностью до—10,1. Чи¬ 0.95
14 слителя надо вычислить съ точи. до10,01. 0.96
15 37,1420 1.00
16 2 4173 0.95
17 111 4260 0.95
18 25 9994 0.98
19 3714 0.99
20 1484 1.00
21 74 0.97
22 137,9526 0.99
23 137,96 2,140 0.95
24 128 40 64,4 0.95
25 9 56 1.00
26 8 56 1.00
27 100 1.00
28 85 0.94
29 15 1.00
30 Итакъ нисшій предѣлъ равенъ 64,3+0,26; слѣд. 0.94
31 2–64,3+0,2σ+,1–64+,, —64+4ω 0.80
32 Здѣсь 3,1 предѣлъ неизбѣжной погрѣшности, 0,2 предѣлъ 0.97
33 погрѣшности вычисленія, О,3 погрѣшность укорачиванья и 0,4 0.97
34 погрѣшность, произшедшая отъ упрощенія предела погрѣшности. 0.97
35 Примъчаяіе. Число, вычисленное съ найбольшей точностью, 0.98
36 не всегда слѣдуетъ приводить къ каноническому виду, потому 0.99
37 что это приведеніе часто очень значительно увеличиваетъ пре- 0.99
38 дѣлъ погрѣшности. 0.98
39 м 0.44