一元一次不等式组100道计算题

一元一次不等式组计算12x3x3x141.2.5x4x12xx2x512x2x1x3.4.3x24xx24x12x302x35.6.3x20x182x2x53(x2)（）3x245x7.x1x8.x123x3x12（3x1）5x43x1（2x1）9.10.x12x1（2x1）4x233x10x24(x1)11.25x012.x23x82x1x420.5x0.2x2.312x3x3x14,13.14.5x4x12xx2.2x30x512x,15.16.3x203x24x.2x51x,2x1x,317.18.31x24x1.x1x.483(x2)45x3x12(x1)x119.x3x120.2(x1)4x23x15(x1)3(x1)5x421.465x22.x12x1x633232x53(x2)1(x2)2x13x1x23.24.x112x.2323x3x24,x84x125.12x26.x1.x15332x3x127.0≤≤128.－1＜≤4522x13x2029.30.1x22x10x3(x2)83x1431.32.12xx25x2x2x3(x2)4x1033.x234.12xx2x133x103x2835.36.2x352x125-7x2x437.338.2x1xx51(x1)0.5433(1x)2(x9)x(2x1)439.x3x440.21413x0.50.22x122x302x3741.42.3x205x692x7x1343.44.21x3xx6555x3x33x22(x1)45.1246.xx84x1332x752x47.42x1548.3xx122x39xx11x249.6x1550.2x(x1)(x3)(x3)2x3x7x1x7047x51.2252.1311x(7x)(4x5)543xx3012(x1)53.x9054.2xx2x5035x32xx33x255.256.x3(x1)213(x1)8x12xx132x353x457.58.123x2451x2(x2)4x43(x2)59.360.12x12x1xx2337x23xx21.5x2(x1)61.62.23x55x26(x1)3x124x33(2x1)x32x63.3164.x15x3(x1)12(x1)22x102x1x65.66.3(x2)5x4x3x2x1032x567.368.x212(x5)6(x1)3(x1)5x2x1x169.70.15x84x1x17x33x12x2x71.172.12x2x112x422x352x1173.74.3x243x14x3xx1075.76.x42x142x0x84x12x1577.78.3x1x163x1x2x2x1179.80.2(x1)2x32x54(x2)3x12(x2)81.282.15x1xxx2333x202x1583.2x184.3x111x32x13x22(x1)85.386.4x33x23x412x402x1x187.188.(x8)20x84x1213x4(x2)3x2(x2)489.x2x190.3112x23x23x43(x2)x21.5x91.12x92.1x5x26(x1)37x23x2(x1)4x33(2x1)93.2394.31x5x15x3x12222x123x2x895.0396.12x3x1234x1605x3x497.98.213x601xx333x132(1x)3(x7)99.4100.3x172x35(x2)4