Найду корень уравнения: 3*sin(x)=1
Разделим обе части ур-ния на 3
x1 = pi - asin(1/3)
x2 = asin(1/3)
сумма
0 + pi - asin(1/3) + asin(1/3)
=
pi
произведение
1*(pi - asin(1/3))*asin(1/3)
=
(pi - asin(1/3))*asin(1/3)
x1 = 0.339836909454122
x2 = 27.934496972854
x3 = -91.4460238635581
x4 = -78.879653249199
x5 = 84.4831647374703
x6 = 9.08494105131526
x7 = -16.0478001774031
x8 = -47.463726713301
x9 = 50.6053193668908
x10 = 172.447759037984
x11 = 21.6513116656744
x12 = 46.7840528943928
x13 = 82.0212459027887
x14 = -85.1628385563785
x15 = -72.5964679420194
x16 = -28.6141707917623
x17 = 34.2176822800336
x18 = -31.0760896264438
x19 = -9.7646148702235
x20 = 6.62302221663371
x21 = -60.0300973276602
x22 = 71.9167941231111
x23 = 100.870801824328
x24 = -68.7752014695213
x25 = 69.4548752884296
x26 = -18.5097190120846
x27 = -87.6247573910601
x28 = 65.6336088159315
x29 = 90.7663500446499
x30 = 97.0495353518295
x31 = -66.3132826348398
x32 = -34.8973560989418
x33 = -49.9256455479826
x34 = -100.191128005419
x35 = -53.7469120204806
x36 = 31.7557634453521
x37 = 15.3681263584948
x38 = 40.5008675872132
x39 = 38.0389487525316
x40 = 59.350423508752
x41 = 53.0672382015724
x42 = 88.3044312099683
x43 = -41.1805414061214
x44 = -37.3592749336234
x45 = -93.9079426982397
x46 = 12.9062075238133
x47 = -116.578765092276
x48 = 63.17168998125
x49 = 94.5876165171479
x50 = -24.7929043192642
x51 = 19.1893928309929
x52 = -12.2265337049051
x53 = 25.4725781381725
x54 = -22.3309854845827
x55 = -62.4920161623417
x56 = 44.3221340597112
x57 = -97.7292091707377
x58 = -3.48142956304392
x59 = 2.80175574413567
x60 = -75.0583867767009
x61 = 75.7380605956092
x62 = -56.2088308551622
x63 = -5.94334839772546
x64 = -43.642460240803
x65 = -81.3415720838805
x66 = 56.8885046740704
x67 = 78.1999794302907
![Решите уравнение 3*sin(x)=1 (3 умножить на синус от (х) равно 1) - Найдите корень уравнения подробно по-шагам. [Есть ответ!] 3*sin(x)=1 (уравнение) /media/krcore-image-pods/hash/equation/e/d1/d47b20dde9917718bae5d726fcb7b.png](/media/krcore-image-pods/hash/equation/e/d1/d47b20dde9917718bae5d726fcb7b.png)