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Borang Nikah Perak 12.pdf
A:
You are not seeing the image because it’s an animated GIF. If you inspect the element, you’ll see:
img#y-hid
{
background-image: url(//sampo.kimtinin.com/kaitiihan/im/000/000/001/200/flvr_lg_xy_1214437.jpg);
}
What you’re trying to do is adding an image, like this:
img#y-hid
{
background-image: url(//sampo.kimtinin.com/kaitiihan/im/000/000/001/200/flvr_lg_xy_1214437.jpg);
}
To allow CSS to work on it, you have to include it with the background shorthand:
.selidiklabel_news
{
position: relative;
background: url(//sampo.kimtinin.com/kaitiihan/im/000/000/001/200/flvr_lg_xy_1214437.jpg) no-repeat center;
background-attachment: fixed;
background-size: cover;
background-position: center;
background-size: contain;
background-attachment: fixed;
background-position: center;
}
Unfortunately you can’t do the first in CSS3.
Q:
Integral of $\cos^2 2x-\cos^2 2x$
I am stuck on evaluating an integral.
$$I=\int\cos^2 2x-\cos^2 2x\, dx=\int\cos 4x\, dx-\cos 2x\, dx$$
which gives me $\frac{1}{2}\cos 2x\, dx$ and $\frac{1}{8}\cos 2x\, dx$. Is there any other way to get the answer?
A:
You’re almost there. We have
$$\cos^2(2x)-\cos^2(2x)=\frac{2}{2}-\frac{4}{2}=1-\frac{1}{2}=\frac{
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