Examples of using Adjacent side in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Structural Sizes: Adjacent sides may deviate from 90° by± 2°.
For square structural tubing and rectangular structural tubing, adjacent sides may deviate from 90° by no more than±2°.
So in our example here, what is the adjacent side?
We have already figured that out, the adjacent side is 4.
Relative to α, this is the adjacent side. This is the hypotenuse.
Okay, the cosine of that angle α is equal to the adjacent side, 400,000.
So you're trying to figure out adjacent side given an angle and the hypotenuse.
It's going to be the adjacent side, let me write down. soh- cah- toa.
So the adjacent side is four. so it's seven over four, and we're done.
So we know that the cosine of this angle is equal to the adjacent side over the hypotenuse.
The cosine is adjacent over hypotenuse. This is the adjacent side. This is the hypotenuse 4 over 5.
After the wall and the adjacent side of the bathroom are prepared, you can proceed directly to the procedure.
So we could say the cosine at 18 degrees, the cosine of 18t degrees, is equal to its adjacent side.
Adjacent just means"next to," and one thing to be careful of is not to call this side the adjacent side.
So you can view a dot b as being equal to the length of vector b-- that length-- times that adjacent side.
Then we look at tangent of this angle, because this would be the opposite side, and this would be the adjacent side.
TOA tells us its opposite over adjacent the opposite side is y… the adjacent side is x so that also works out.
Cosine of theta is equal to the adjacent side, that's 3, over the hypotenuse, which is this pink side, 5.
The opposite side, we have already figured out, has length 12 and the adjacent side, we have already figure out has length 5.
So you're going to have this 0 kind of adjacent side times b, so you're going to get something that's 0.