double类型与float类型主要用于科学计算与工程计算而设计的,用于二进制浮点计算。对于普通计算通常是结果不准确的,所以对于普通的浮点数的加减法等,解决的方法需要用int,long,BigDecimal来计算。
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" alt="" />
1.计算出现的问题?
aaarticlea/png;base64,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" alt="" />
计算结果如下:
aaarticlea/png;base64,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" alt="" />
显然结果不是我们所需要的。我们需要的结果是:0.88
所以,我们的程序应该这样写:
public static void main(String[] args) {
BigDecimal a=BigDecimal.valueOf(1.29);
BigDecimal b=BigDecimal.valueOf(0.41);
System.out.println(a.subtract(b));
}
最后的结果也是我们需要的结果:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYkAAACmCAIAAACgMuS9AAAVCElEQVR4nO2db3ATZ37Hd+ba6XSaTt/cdKav+qYzV+zO3HR68vjca7adS2m5abma9rAPUiSMYzAhUAKYhCQn/ngk4wARCQUnBGQuCTEIgwCHozhFEJzc9eCEKRb1DDPV0YRJ4DAscZD1z9q+WGn3eXafZ7WSZetx+H5mB3Yf7bP729/z7EfPsxJCUgr09vaS628OXHtz4JoiAJEC1Q4EADBzSPqasG4CADyGwE0AABGBmwAAIgI3AQBEBG4CAIhIETdhwYIFS1UWuAkLFiwiLlw3AQBAFWG7CQAAqgvcBAAQEbgJACAijtwUi8WqO/MEYCZ5DDu8gJdcxE16xJU14qxgll74LA1bEPQOrz5O6DqIxWLVbgEDOzdp7TSz8YjCLL3wWRq2IGgdvtqiqCZCSYrrJohp1jFLwxYErcPnQC6Xy+VEMBTbTSYx9fZ4egPNvT2e3p4Vvb0v9PV29fX19IX7+sJn+85eCF8YDl8YndGop5Oid/iu/eHQxZHQxZFd+8MzEpEjyLAjkaDzpYoxiwPExKS6enLmpkDzsJJUVfWLZJJcVFUdHIpp6+ELv57RwKcNezdt3X30+Lkrx89dOXHuyvFzV7buPjpjgdljcpPDMTzcpKF1+EmCRd4Tc9YM2S+LvCcmv+5UcQDF/V44uVNPwKO56da1q7Ht2y43zott33br2lVVVQeHRr5IJu98XfTEE9NnNz75+K2lH7+1dO3W3p73L+x7/8K+9y/0vH9h7dbe/i0LPn5r6Wc3PpnhUElMYZNuiscjkUjQG4loSyQSjMcjcBOJJqYszZzVH/1L6zb7Zc7qj7KPB1PX0/qlq/X19kVefX1Dy3O8Ko7cFOjyDCvJnKrGtnfeXrV83Pvy7VXLY9s7J9Xc4KWRO6nk3VRqGtwU9ddJnpC1PORhFlcCnptGwi+NhF/yrNu7Zc/Alj0Dm/cMbCks7nV7tVcrFwXvwrnw3BSP55X0wcld8XgkEo88+cqBJ185oOupcm4qOWZxYLtp1fmm5b6rYxne0rTcN2fV+aqYguD0M9Izp0us016gaCHJFPW08ukNiqL8/HjroQ1PHNrwxDsdT1w+tVRRlNVLnudVceimFcNKMptTLzfOeyA3PpQXPJAbL/+dnM3lBi+N/CaVupdKfZFM9jHcFPXXSTol9l2x3DQ40J1MZZjL4EC3yU0hj2SmhJAr4yZNTPF40O2W4/FIPBJUVTUSj8jBoK4nk5tCHirOqL9OqvNHOZtlxEylhXuomUZzU4ZmzrPnFj3bdXUsk0hlEsnMRDKTSGYSqWwimU0kM4lkdvGz22tWnsuwOd2qX2brac4+FeF0a+knaG9v196Z2tvbeSVMpqIn98KXFUV5d+PvZ+8c0ZYjL/6uoijLfryBV8WRm7o2rxhWkunJydHG+Z82NSvutk+bmkcb52dyucGh2FgqfT+d7jvLfBwe9dcV+qBt1+bUFcVN149v0t2UyU7Kh9VMdpJ00/Xjm1j1ygu1Mm7SpnKqqvYfXhyMeCMRbzwekSMRORiR3UF9H3O8RhNp7yvGNvViWTGTRzB5sIpobkrT1Kz4wL1mx9WxTJv3xL9uOPxPbT3fb361Yf6W8UT6y0Rm/FHGvWbHnBUfpK2capUkqfWUsfndnTcYu1WGU63EqRyim0iTkWnTvm7Zevrnf9isKErA/TvDP/09bdnT8g1FUZoWvMipEXLkps2bVwwryeTk5OfXr412d15eMO9/ujs/v34tNTk5eGlESacfptO9Rd1UpHMz64ripuFjL5w5uVMXk/SjvZns5JKOd5Z0vJNMZX52aufwsRdY9arpJm8kEolHIvFIPBL0RtzeoByPR3wHn5HdcsOmA7LMchP1/hHySB6PcQFUU5YXM9kBxJkEMt00py3cuj5wdSxzfzx9fzw9Np6+TyxjX6Zb1wdq2k6yZFG6LcqnHDelaT05F5NGeXp6St6qKMq1E0u3L/yt7U2/vb3pG2ff/UdFUebNe4VdIep35KZcTrUuA/959ezFax8OjZz/5MaFX4z2hIfZZ2C4SeuWIY/xrkwO9vUOS+xGvUDe8MarhdOEPFKdP5SfSnpCxi7UXcGZaPHcFD3SEe7fnc7kxSQfVtOZ7KOJ9KOJ9KOJTLh/d/RIB6uexU2sc1vKiNtWe80TKilszU1yMO8mb1D2BuVg0O0Nyl6vLHu9DZsOyLKb9byJOHXII3lCxjblEmvaeY1lTge9v2Kuy+8PRF1iyEV2KfOZbYMkNKu5KUVTs+xY+6Z/18ZNbd4Tno19C587+APP63+zsKth/pY7D1LtL+6paQ2ZaqVOtkr1O26YS/XXjJneSbLCjvwretUbO+pZezKrM3bghkBg0lN7e3vRKjol6WnvRwNP7Vz51O7nvv/62r2/+lhRFNeTe/RXG/7qJ5x6DsZNo43ztadL5Eoup36VzY5nM4NDsfFsJtA3zDkBc05H3HCFPkQJjLgbKCPl1/Ubnvk2TPQ8rXOabi3b92urm+TDqqIov3xv/fDwkC6mZCq7v/+KNm56OJ4+cmTvL99bzzqeyU1Rv8cypWHEUygiE1NK2Lqb5Ig2iQt6vXIwKHu9ststy+4gd9xE59ETIhrQuBRm2nmNZU6HgXnyWKQ/GAkIeerqjKDq/FFWchwEWUBzU5KmZunh1d6eq2OZ2/eSn91LfnYvefte8ra+MpZc/ZOe2qWHTbWSJ5dJ9Tti5lLtBeKVk8skadnJwlp+NbajXtsltqM+X+Skur6iv86ob8XqpiIVaJzr6W93rkx/6U8q/sxXXX//5r8pivLt7+5SFOVnF6/OX3vsh2tD89ccHfiQ8TG3IzfFtneOdncq7rbR7s7R7s4HcmMup05ksxPZycFLI8nJya7eX3ACI5+Fc4bz5pkezyLmu8b6wLnOH7U807Cua9XY0xPTTa7L6Nblo/r6o4nsPSVFLofeffvnP2V+3MCY01ne4a3xRP11ksdjur1LCFt/ltSw6YAcicjeiNstFxZ3w6YDsjsYDHrZn9PlZaQ7Kb9ipJKddl5jmdPBexMq3h8MY9f5oyEPFaQlOY6CzMN2k/vQ89v2Xx3L/PruxK07yVt3J27dTd66k7x1R9tMrtv2dq37kPmW5bnJXK7rw+QUbf3kMm30E3NSvfA3DduQBXhzumJGonCop++9uGTX4Dxt+ettbkVRvvWdXYqiND5/7Fe/ua8tP1zD+J5gcTc9kBtHuztVVdX//LSpOZdT05OT6dzk4FAslZvs6r3ACYz5kKJoXzSGV0XcxLhVi7rJOJr1VmeOm6S5L0ndSWnuS/JhdTyR/Xws9VxnvzZoWtLxzudjqTeDh4YOrmFdPu2mqL9OP6X5NiHj0farY3104Chs/XO6hk0H5GBEDkYaNh3YLEnaiEmb0DE/pzNiJtqNsc1Ie+luMrac9wfaSiFT5yKS4yjIPJqbJmhqn97f4Q92+IMb/Qc7/MGN/uDGrmCHP9jhP9iRXwnWPv32hJnwMqn+1ZGixSOv1mvb5At6ob4pSdqrdtWXhfmnZWL/LNzZMfI40dP20Ht/sazxO22NrrbGl8/vURTlj7/9hqIo8tN7OwYGtUV+usda0dG4SRsxaWJS3G3anO6//H+ezeUGh2KZXG5zzxTcZB3DE7cv9UyCMacjZwLWiR5rPer3U485qMiYz5s0MUndSeWr7P/dTVqX1/cfvrh/FevyaTeZHrcURoeWeMiRgvHgyXnY5PebNBnpi+wO6mLiuCn/DJxqEfO2Ne28xjIfufi4idsflKi/rq7OyJE+s2Mlhxskz00Jmrnr+msX76tdvK9m8T59pWbRvtrF+2oX5TfnrutPWLjeXS9J9d3XC9vhlvru64lEuIUsDbcUNoy1ROJ6d3199/VE4np3d9g4WEs4YVu9JZxfya8lEolwi77KgPzGAK/EOQ5HT3/4LaOn/dGf9SiKcuw//rvhR699rynwlwsD67sHzBWcPAvXvjfAdFMupw5eiuVyqqqqHD05cZNi9yzc47GUEzc84xFo8XGTzQNb3rNwqTt5fzwT/yLJXHbsPXq+51lWPcvzpkK4dR4P+dCZjofMj/HMzHnY1u+Fy3JQlt2yHAwGvcW/Fx7y0Ccxb7PSzmss64E5DV28P5hlXWcSHeOorCCduYlk7rr+2uY3aprfqPnxG0wfmQm3GOEblmCWstxE7lq8egvhMUslFvrXLIsWOsSJnr75p0YX/WbNfn39D/5kP2t3RXE4bmLO6f734A9UVR0cGtE7On/0NGvguenm0Lv+Pf02y4d7V85wqCQ2brIH/2ZFKbjpkYW56/prmwO1Ta/l/2x6rbYpUNMUqG0K1DYF5q7rt1Z5bJmOf3Pn9HnTaHfnuPdlbeWhvCCXU5tXdJmWrkBfZYObebjfC7944oPAcptl5OKJGQ6VxOom/A6BczQ3fQWmRsX/VbDT7xBof37a1KytV+r0ojFLfwJploYtCHBTBamgnhx99/LxYZZe+CwNWxA0N42DClGpARTcRDFLL3yWhi0Impu+BBWlt0DZkoKbKGbphc/SsAUBbppWypYU100APFY8BNNMqS2CcRMAQETgJgCAiMBNAAARgZsAACICNwEAREQkN0V9Lsnlm9YfuA95pvsMgE/hXz5PpaFnoJNUh0ok5+tD1OeS4KYiu5up0E9cR30u6qflJEmiItNL84U2ged3JX+mYVqyGPW5pnj5VXNTPkWl1bPmMepzMY8S8tgdXKtVtANV1k28TkD0aDF+rF1RFG6q9a3S3WTcX9WjxBjKvG/L/C8JuLFFfS7dOXo8xO8ZGd2TKmSHbg5umtwU9blcrqk1eHlpVCrT00pPiyXjUZ9LcrnMzZB3j62bHARfdnK4ZzVHZPqpG6LrVR1mquEmh9Uq6SbO4QrBUfWIDX61GXCT1numdgPNMjdZ7piozyV5fKZYoj6Xy+ezOXh13GQJnvMT7oLASnWJbjLG9cTgkHiLpycnWqvoI96QR3L5QvkRLvlrafn9qXmOy+ejX1X0dyh9QOokBno38oUSBs/WfsM4ER2dNTYyiazz6p3H8mOZRn449bhuMmeMumZjw7yblcK5qTucaF+qLq+cnLaQU1A6T/atzKlrntNaOw/XTcwAjLyQP22nbVJH0jbyRXSXIgo57ynkea3J4aWR2Vy8u484G7ez89Noc7cW36GkBmKk2qGbCtmwvo0Y3Y7q83qazenT9jJ+zdG0O/EMxjy/ifo87OmPbQym32ZlXAKdOCam2591IkYPtOmUlmLiYY6pGnEy9lsr302sjFGqK+SdkVjLORgPvuj2pRvF7j/IoRvaPJi3b2VeXeosjMkx5+bkNSUz5YUdrIHph2G0Fv28ifitUzoctpsYaWR0K2bPp4O3VTM3jTZ3q7MdSmsgOtUO3MR9BkpngcY6OaHTw1o3jZuMXPNHTkVjMDUJr4WKPOe1jGQYF6uVkkfnuIk9t6bfbNhZYw+c7Od0lowxZ45FRk6clmMPK/jlltuP0xx2rcyty3yByBjzXOym5GWXukCqdzHcrVdkdQNGMLxxE/MCJXOHYV8FETyv5ztKI3O92A6lNpAl1SWOm6gk015gXHlF3UTewcz243U+OzeVNW6yGx5HiY9yHI2bGCMV6vimgWHxcZPpfdeSsfzhjU7B2Y0+gwn7m2cKbiraynZust4zDtxUbFrPdnFhXmIdTWqnZI70bM/r3E1EptgWYJ6Hs5OjNFbKTbYNZEl12c+bFMttQ44fi81OynCTOXDmnM4aA1lID1DohwO2mG5/1omiPp85LTZu4ow8FMVcyhmt84MjroqdMS2jHg/rpmUPH836pGYXdHIJKTLKrbcfeeiQjx7nslvZZsrAnnUWndMxmpLqGLTFyc5GTbiocxLpZTeb5cI5bmKkkdHTmD3fnADr8Fwf7xdLY1luKrWBLKme0veb8qMOY5RgmhVUdk5nnMDl8VB91S4G8l3f/vMUGywDFtaJjPNQ/cl2nmAZkdBXRQ/o2MMmozh/MNZEjcyYRUG83YjrossKJVGfi/l/q/DKrbef9UqLtTLVp8j0kYXO3cRqSvObFtUDrRM868Hpm5I4AdkbzBfOGTex/usaa09j93xTBngJK57G8txUYgNZUi3Sdy8fH6LsT9zKq8NR1gzAGxjyyquKg+kbj1KvZwqnmsppp/MoMwUZLdxUHSrY3S3DpRlj1rgpn6LyhVGK/yt29ZU6UPXevMrBiBZuAmUza9w0Y9BPoabI45tGDbgJACAicBMAQESKuKnUnx8HAICKUMRNKgAAVAO4CQAgInATAEBE4CYAgIg4dtPNQEP+u+cNgZu2hzzTZnxPve2MXSEAAHBw6KYzbbpSbgYa7Oxypo0SkiYyZiEAAHBx5ibCJ9r4iS+nm4GGwr5GLWYhAABwceQmfah0pk2SGgKBYnrJT+BogTELAQCASQlu0ud1tkOfm4EGiRTZTW4hAABwcTynk6hZHXf0Q71YsBmzEAAA+Dh/Fl5Qk8ktZ9qoiRrxZMlYZxYCAACfqX6HwPpo3NiRKGcWAgAAD3z3EgAgInATAEBE4CYAgIjATQAAEYGbAAAiAjcBAEQEbgIAiAjcBAAQEbgJACAicBMAQETgJgCAiMBNAAARgZsAACICNwEARARuAgCICNwEABARuAkAICJwEwBAROAmAICIwE0AABGBmwAAIgI3AQBEBG4CAIgI3AQAEBG4CQAgInATAEBE4CYAgIjATQAAEYGbAAAiAjcBAEQEbgIAiAjcBAAQEbgJACAicBMAQETgJgCAiMBNAAARgZsAACICNwEARARuAgCICNwEABARuAkAICJwEwBAROAmAICIwE0AABGBmwAAIgI3AQBEBG4CAIgI3AQAEBG4CQAgInATAEBE4CYAgIjATQAAEYGbAAAiAjcBAEQEbgIAiAjcBAAQEbgJACAicBMAQETgJgCAiMBNAAARgZsAACICNwEARARuAgCICNwEABARuAkAICJwEwBAROAmAICIwE0AABGBmwAAIgI3AQBEBG4CAIgI3AQAEBG4CQAgInATAEBE4CYAgIjATQAAEYGbAAAiAjcBAEQEbgIAiAjcBAAQEbgJACAicBMAQETgJgCAiMBNAAARgZsAACICNwEARARuAgCICNwEABARuAkAICJwEwBAROAmAICIwE0AABGBmwAAIgI3AQBEBG4CAIgI3AQAEBG4CQAgIv8PpMpi+muKn/QAAAAASUVORK5CYII=" alt="" />
循环计算:
public static void main(String[] args) {
BigDecimal a=new BigDecimal(0.00);
BigDecimal b=null;
for(int i=0;i<4;i++){
b=BigDecimal.valueOf(5.7+i);
a=a.add(b);
}
System.out.println(a);
}
运行结果为:28.8 嘿嘿,浮点类型终于可以比较准确的计算了
这又长见识了。。。
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