H1 - Header 1 - Page Header
H2 - Header 2 - Sub Header
They are HTML codes that emphasize the importance of words or phrases to search engine robots.
Search engines value meta tags. h1 and h2 are HTML meta tags. They are there to denote the importance of a certain word or phrase to a search engine robot.
if you would use an h1 tag it would look like this in HTML BlindMonkeyMedia
and it may be set to a large font size such as, 24. But there is no definite size, and you may change the font size to suit your need.
Meta Title tag is a very useful for keywords optimization, but some webmasters haven't noticed that, it's a waste of good resource.
Use the <h1> tag. E.G. <h1>This is in a big heading</h1>
H1 by far. The H2 is taller but the H1 is way wider.
Oahu
H1, H2 or H3? They range from $33,000 for an H3 to $140,000 for an H1.
h2 is more power full
In one go in an external or internal style sheet, you could do this to make all them red: h1, h2, p {color:red} You can also do them individually, if you wanted different colours: h1 {color:blue} h2 {color:green} p {color:red} As inline styles, you could do them like this: <h1 style="color:red">This heading is red</h1>
V1 = (1/3)(pi)(r12)(h1) V2 = (1/3)(pi)(xr12)(h2) V1 = V2 , which means that: (1/3)(pi)(r12)(h1) = (1/3)(pi)(xr12)(h2) Divide both sides by (1/3)(pi) and you get: (r12)(h1) = (xr12)(h2) -> (r12)(h1) = x2(r12)(h2) Divide both sides by (r12) and you get: h1 = x2(h2) -> h2 = (h1)/x2 For example: Cone1: r1 = 10, h1 = 10 Cone2: r2 = 30, h2 = (10/32) = 10/9 = 1.11111111 Then to check: Volume of a cone = (1/3)(pi)(r2)(h) V1 = (1/3)(pi)(102)(10) V1 = 1047.197551 = V2 1047.197551 = (1/3)(pi)(302)(h2) h2 = 1047.197551/((900pi)/3) h2 = 1.111111111 = 10/9
H1 sends a unicast message to H2, but the hub forwards it to all devices.
For vapor compression: beta= Qdot / Ẇ =(h1-h4)/(h2-h1)
Any tapered cylinder can be treated as a [longer cone] minus a [smaller cone]. Lets say the cylinder we need the volume for has the following dimensions: height=h2 base radius=a top radius=b volume of this cylinder = volume of cone with base radius of 'a' and height 'h1+h2' minus the volume of a smaller cone with base radius 'b' and height 'h1' where, the heights and the radii are obviously related by h1/b = (h1+h2)/a so the volume we need = pi*a^2*(h1+h2)/3 - pi*b^2*h1/3 and this simplifies to pi*h2*(a^2+a*b+b^2)/3 easy to verify: if a=b then it should be the familiar pi*a^2*h which is what the above formula gives. KK or you can just average the two radius' and use the averaged radius in the familiar pi*a^2*h...a bit easier
AM General LLC Mishawaka, Indiana All Hummer H2 and HMMVEE (H1) are built in Mishawaka, Indiana.
The terminals H1 and H2 an a transformer indicate the primary side of the transformer. The secondary side is usually identified as X1 and X2.