android:text="@string/question_text"中@string/question_text是引用的res/values目录下strings.xml文件中<string id="question_text">Constantinople is the largest city in Turkey.</string>的值。
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" 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实际运行之后是这样的:
aaarticlea/png;base64,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" alt="" />
之后问了一下是因为LinearLayout是线性布局控件,没有RelativeLayout灵活,想了解他们的区别,
请点这
之后改了一下
<RelativeLayout xmlns:android="http://schemas.android.com/apk/res/android"
xmlns:tools="http://schemas.android.com/tools"
android:layout_width="match_parent"
android:layout_height="match_parent"
android:paddingBottom="@dimen/activity_vertical_margin"
android:paddingLeft="@dimen/activity_horizontal_margin"
android:paddingRight="@dimen/activity_horizontal_margin"
android:paddingTop="@dimen/activity_vertical_margin"
tools:context=".MainActivity" >
<TextView
android:id="@+id/textView1"
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_alignParentLeft="true"
android:layout_alignParentRight="true"
android:layout_alignParentTop="true"
android:layout_marginTop="196dp"
android:textSize="7pt"
android:text="@string/question_text"
/>
<LinearLayout
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:layout_alignLeft="@+id/textView1"
android:layout_below="@+id/textView1"
android:layout_marginLeft="76dp"
android:orientation="horizontal" >
<Button
android:id="@+id/true_button"
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:text="@string/true_button" />
<Button
android:id="@+id/false_button"
android:layout_width="wrap_content"
android:layout_height="wrap_content"
android:text="@string/false_button" />
</LinearLayout>
</RelativeLayout>
这里是一些属性的设置:
android:orientation="vertical" 表示竖直方式对齐
android:orientation="horizontal"表示水平方式对齐
android:layout_width="match_parent"定义当前视图在屏幕上
可以消费的宽度,match_parent即填充整个屏幕。
android:layout_height="wrap_content":随着文字栏位的不同
而改变这个视图的宽度或者高度。有点自动设置框度或者高度的意思。
也就是视图将根据其内容自动调整大小。(表示空间的宽和高是自适应的,也就是说 他能根据text的多少来自适应控件的大小)
layout_weight 用于给一个线性布局中的诸多视图的重要度赋值。
所有的视图都有一个layout_weight值,默认为零,意思是需要显示
多大的视图就占据多大的屏幕空 间。若赋一个高于零的值,则将父视
图中的可用空间分割,分割大小具体取决于每一个视图的layout_weight
值以及该值在当前屏幕布局的整体 layout_weight值和在其它视图屏幕布
局的layout_weight值中所占的比率而定。
举个例子:比如说我们在 水平方向上有一个文本标签和两个文本编辑元素。
该文本标签并无指定layout_weight值,所以它将占据需要提供的最少空间。
如果两个文本编辑元素每一个的layout_weight值都设置为1,则两者平分
在父视图布局剩余的宽度(因为我们声明这两者的重要度相等)。如果两个
文本编辑元素其中第一个的layout_weight值设置为1,而第二个的设置为2,
则剩余空间的三分之二分给第一个,三分之一分给第二个(数值越小,重要
度越高)。
另外我给需要用到的组件加上了id , android:id="@+id/false_button" 加上id后,会自动在R.java下的id中自动生成你所加的id
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" alt="" />
要注意,@后带+是创建,例如:@+id/true_button是在R.java中创建一个名为true_button的id
@后不带+是引用,例如:@string/true_button是引用res/string.xml下定义的true_button
R.java位于:
aaarticlea/png;base64,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" alt="" />
之后就是要对button进行操纵了,打开xxxActivity.java文件,其位于
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN8AAABFCAIAAABFZqReAAAIwUlEQVR4nO2c72ccWxjH81dUXlx1VV0VV9SKqBErr/ZV9cXVF3kR11XXqKpaUStihVpxRUSNiOiLGqtiRa2qukZErapa0RcV66rYF7VqxYoVsWKNccx9cWbOnHPmzOzO7szuSfJ8PWrm5JwzZ8/59PyYfZ6dQCCQrJoYdwNAoEABnSB5BXSC5BXQCZJXQCdIXgGdIHk1ajrVdGrETwRdXiVF5+eNWWIIoUJm0m8JPRp0ZZQIneWnt+nbn9/2C5lJq3vQqm5vLmbwBdAJ6qkedOq6nsvlLMsiKZZl5XI5XdeDinxemzVbr8zWq/NjrXW03vi0fPajWshMtqrbtbcv1HQKXwCdoJ4KoxODOD8/TwD1p/j1cS1lnh/StvxgvpCZ3FzMqOkUts3FTCEzKdyD1jVlwpFq2LZt1zVlQjUMdWJiQtHqtm3bhurmULR6LL0AklM95k4ax2632xNNhNDH1ZTZek8b6v4gK7uaToWs7A6Ktu2l2BhXJxGjCVBeE/XedxJA79+/3xNNhNC/qymzUSRWXpoOMa6sOy8qWt12UxxgnVtDxTPoQB8WdMnU16monwWdqLw0ZR5r2MpL02bjldBaR+t+OrHc+RIv5EDn9VW/Z3bLsnRd74kmQmj36W3zeN08Xi8vTeMLvwWhadc1zcAruLvGc3Tahjrh3Nq2ocESf6UV/xsl/c9fzKPl8tK0efRCaCGzJkLIO/KoBvKt7MjZm3rHptjbD5JH8dP58o/J8tK0ebQstHA0QSBaibyN19XfQiyJJ4KupMALBCSvgE6QvAI6QfIK6ATJK6ATJK+ATpC8AjpB8groBMkr2enMzt0YdxNGKts2VCm/obXrmkL5jo1G0tFZKdz9tPI7sa2HN+nbSuHuuBuYrIBOWtLR+Sk3Va/ozcNi87D47e2Gnl2gbz/lpsbdwGQlLZ1jUVJ0DhCQhFV5PtU8LJrnB+2j0vf9HT27QN9WngOd10iJ0DlYQBLWQXaqeVhsH5VoOsntQTaQTn+8EZ3Cxn4omuG44amGl8sfEOKvs64ppCrsaooYpz7P9zT8KUy8FF+QCVPpo22KpnlO2cJSwq7wpXMO37b70Wg/W/qzeo6OCSmpuXOAgCQs4+mdb283vu/vfN/fqRYLyw/m6Vvj6R1hKX+8EZfiei27QXN4GPDQeIRxIU2OIz5i3UydVNdL37brmuqS0fdT+HgppiC5EDyd/nQq5alNhQTypcK7glTrZOpFp9eG5OMUEtx3Rg1IQghl525sPbypZxewLT+Yx0ZSth7eFJ7i/T3FpbBDRcZPfO3VwIqdkpnMvlDSHk/x+fzTzSNECZ4u/nSkVlGpwK4IqqQPOv2wJqFkT0WRApKw3j26TR+Dlh/M07fvHt0WluqPTjKAfdMpmhs4OsnMheixjIXO4JkpjE5fqcCuGJROf18lpMTP7P0HJGHt/XUr5FS099ctYSl/vJFgOROsfSJu3FcnvoXP224qWp3J5Y4x2ZX2SSfZtLEFhcsuQYRvm29l95UK6wpRJdTLI69h7J6E3mYkJ+neKO0u3go5Fe0uiulEonijsFNRH3SydXqbTm+76Qycl0lR1Whzp6qKmkfPW8zTA9rGnop8pYK6AjG7F6YSUof3iajtAKPLeCoaWG8WbtHHID27QN++WQik83Ip3hkolgOKhNHY0tH5pZAqLvxKbOvhTfr2S+GK/MDikHTadl1TYv59FKAzsq7q9+zDz530Ch7LT/cAnSBQBAGdIHkFdILk1djotO7dA7t0NmJIgE6wCDZiSIBOsAg2YkjGT2dcFX7YuCu0uOq/zgI6h9W79btd0+Lsvw+PYwc09hiGkAqjPiuh+Aqgc1iV/0n56ax/zPcDKOtS22N0exLAeXj0FNAZJEnprNVqlUqlf88mhNDeWuqia2GrNtp3Hu080T42Dl9iQPfWAr8Cdb8IpD0Xh/4WR1HC3R+jflc0Ss8gv4BORpVKpVQqRQJ0tzDTubA6Fwydna510bU6XWu3MCMsxbmcOYmu93ikT0SE3Sexr1FQHqCzH0lKp2VZUQHVCzPnFxY2Qud5xzrvWOcXlh5Ep9Bdl/GmixZhE+jbyzurUfsIp0JnVcb5nRvnT5TbmqKqVDb+KXyDKZ85Yf22LfS4izRYyUlSOlF0QF+vzjgsdng62x3z9eqssFQAnTSA0SJsgt2cubAnby70BZXY/gYw+anHcTM0k98f7eSvX5RtgMFKSPLSiRCyLKtcLpdKpVqt1rPCnfzs6bmJjdBJUnbyUensPXc6mdlbXB93LQgsEdLpm7PFdDKBGuz/E7YxQdFO4dkEAwF08hkizp1bK/dO2uZJ2zw58+g8OTNbZ+bJmbm1In5Q+L4zaoSNIOosIEhISCeiwkJ8gUrMvhNnwElMy5lG8tFOAfULsvFjAXQyf42+79zM3Ttpm9VG+0nxy5PiF0xn89Q8aZvNU3MzF9izJKAG39Jn9qgRNtziaDNrKhf2JKbTrmuKoqoKHZ4heJYoGzvpiqKdBAUDskUarOQkKZ0DnNnXc0qjZVYb7fRSCaP589RstMzGabfRMtdzSkhZ/oBDzXORImwMlX/NSVL8YU9Ognf0oaLP3EpocL385LcemFgilk5RtJOg/oBskQYrOUlK5wDvO9eW5n60uj9aXaPWNGpNfE1s7flc/1U52EnmKM6J3uASJRRmDnQOqxfZOY5I2l5kI9Apv4IoJHNovI8DOofVanZu5Vk6n03ns+kV6t/8s3T+WXr1CtFpqIJ3k+4+I5Hf5wA6QfIK6ATJq+tLJ9glshFDEhudzY4dycbe0WADWNRRHhIqoBMsgl16OvHt3xtTtKHo+IJdARsSqpjpxNcYRyKg89rakFDFTyfHIpeiplNj77JLYN82trW943E9vbH3Jv+40rCbner7/MbXIaoaEqqk6Py8MYuNpBQyk5yNoKO/ljLb+cx2qeqm/Kxome08tqH6PVkLoTN+cOk+yWxre8eD0un0NtW8IaH6HxWsDbGpzdqjAAAAAElFTkSuQmCC" alt="" />
首先定义两个成员变量来获取button
private Button mTrueButton;
private Button mFalseButton;
注:实例化变量名前加m,该前缀是Android编程所遵循的命名约定
这时软件会报错,因为我们还没有导入Button的类包,这个很简单,有自动导入类包的组合键:Ctrl+Shift+O,当然,也可以手动添加:import android.widget.Button;
现在我们就引用button组件进行操作(引用并设置监听器),点击button是弹出Toast提示信息
mTrueButton=(Button)findViewById(R.id.true_button);
mTrueButton.setOnClickListener(new View.OnClickListener() {
@Override
public void onClick(View arg0) {
Toast.makeText(QuizActivity.this, R.string.correct_toast, Toast.LENGTH_SHORT).show();
}
});
mFalseButton=(Button)findViewById(R.id.false_button);
mFalseButton.setOnClickListener(new View.OnClickListener() {
@Override
public void onClick(View arg0) {
Toast.makeText(QuizActivity.this, R.string.incorrect_toast, Toast.LENGTH_SHORT).show();
}
});
这里我们运用了Java的匿名内部类来实现。这样做的好处有二。其一,在大量代码块中,监听器方法的实现一目了然;其二,匿名内部类的使用只出现在一个地方,因此可以减少一些命名类的使用。
Toast.makeText(Context, int, int)方法:
第一个参数通常是Activity的一个实例(Activity本身就是Context的子类)。
第二个参数是toast待显示字符串消息的资源ID。Toast类必须利用context才能找到并使用字符串的资源ID。
第三个参数通常是两个Toast常量中的一个,用来指定toast消息显示的持续时间。
这样,一个button点击弹出提示消息的事例就完成了。第一次写这样的文章,相当啰嗦,相当乱,抱歉!
LinearLayout的内容最中间显示没弄出来,如果哪位知道请告诉一下,谢谢!
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