calculating area for each of the polygon in FME - gis

, I have a layer (parcel: polygon) and a file which is the amount of area. I want to do this project in FME. I have to calculate area with FME for each parcel, but some of the parcel have 2 or more area amount and have arrow that point to other polygon. How can I have just one amount of area for each parcel?. My aim is calculate area for each parcel and then compare it with the area which is on the map.

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Is there a way to determine whether there's a sufficient amount of space in a Pie chart segment for a label?

In the attached Google charts Pie chart the labels fit well inside the segments. Determining the length of a bit of text in HTML5 canvas is easy enough - but how do you determine whether the label will fit into a particular segment (using trigonometry) ? As you can see on the image, two of the segments don't have labels inside the segment.
EDIT: Here's an example of what I have at the moment: https://www.rgraph.net/tests/canvas.pie/in-pie-labels.html
As you see the labels for the small segments overlap. What I'm after is a way to calculate whether there's enough space for the labels at the point where they're going to be rendered. If not, I can just not draw the label like in the example image above.
Could chord size be useful to do this?
Here's the forumulae for the chord size that I found via Google:
"Chord length using trigonometry = 2 × r × sin(θ/2); where 'r' is the radius of the circle and 'θ' is the angle subtended at the center by the chord."
I sorted it (in about one hour) after 3 days of trying to calculate it with trig by using the built-in context.isPointInPath() function...
Draw the text (transparent color) to get the coordinates (x/y/w/h) of it. You might be able to get away with measuring it to get the width and height.
Draw the segment in a transparent color and do not stroke or fill it. Also, do not close the path.
Test each corner of the text rectangle (formed the x/y/w/h that you got above) using the context.isPointInPath() function. If the function returns true for each corner of the rectangle formed by the coordinates of the text, then the text will fit into the segment.

Order of GIS coordinates in Polygon

I have a sample polygon:
POLYGON ((-3.7573242 56.909002300000004, -3.881555000000001 56.552116000000005, -4.4824219 56.6803738, -4.428197900000001 56.3194963, -3.2958984 56.340901200000005, -2.9522632000000004 56.783630800000005, -3.7573242 56.909002300000004))"
I've been asked for the NE,NW,SE,SW coordinates ?
Is there a standard order ?
You are asking for the bounding box of the polygon, the imaginary box that contains your polygon. The corners of this box need not be any of the actual points in the polygon.
So to calculate the SW corner you need to find the minimum of the X and Y coordinates, and for the NE corner you need the maximums.

Determine the position between the two positions on the map in android studio

We have two position A and B with the specified characteristics on the map.
We want to position out between these two points at a distance of 50 meters.
enter image description here
You can use the geometry library for this:
https://developers.google.com/maps/documentation/javascript/geometry
https://developers.google.com/maps/documentation/javascript/reference/3/#spherical
From the docs:
Navigation Functions
When navigating on a sphere, a heading is the angle of a direction from a fixed reference point, usually true north. Within the Google Maps API, a heading is defined in degrees from true north, where headings are measured clockwise from true north (0 degrees). You may compute this heading between two locations with the computeHeading() method, passing it two from and to LatLng objects.
Given a particular heading, an origin location, and the distance to travel (in meters), you can calculate the destination coordinates using computeOffset().
In your case you might want to get the heading first
var heading = google.maps.geometry.spherical.computeHeading(latLngFrom, latLngTo)
then you can get the offset location:
google.maps.geometry.spherical.computeOffset(latlngFrom, distance, heading)

bing maps how to get the not share square of 2 rectangle boundaries?

I am using bing maps and I want to query my database to return all values inside the map bounds, so every time, the map moves, I want to query it again.
In order to make it more efficient, I want to query only the boundary I haven't query before.
So I get the previous bound and the current bound and want to get the square bound of the non shared rectangle between the previous and the current rectangles (The not shared rectangle of the current bounds).
For example, If I move the map right for 5cm and up for 2cm, I will recieve a new LocationRect of the rectangle 5cm 2cm (the not shared).
I have the map bounds:
LocationRect currentBounds = map.Bounds;
When I move the map I get a new bounds, but before I save the previous bounds:
previousBounds = currentBounds;
I want to get the new location I moved to (only the new, not the whole currentBounds).
So I want to do something like this:
LocationRect newMapBounds = currentBounds.NotSharedBounds(previousBounds);
But how can I check this? I saw there is a method of Intersects but it returns bool, and I need to get the new LocationRect...
I will be very thankfull for the helper :)
If i understand you right you have the blue rectangle(ABCD) and when you move the map
you have red rectangle(EHGF) and you know their vertexes coordinates
e
So the not common space creating 3 new rectangles for you: Green Yellow And Black.
And you need coordinates of those 3 rectangles in order to query your data, in other words you need to perform three queries to you DB in order to get the NOT common space of BLUE and RED rectangles.
You will have scenarios of RED and BLUE rectangles that you need to deal before you start the calculations:
The rectangles are coincide.
The scenario in the picture
They have no common space at all.
For example the vertexes coordinates of GREEN rectangle are(The second scenario):
T(x) = E(x), T(y) = D(y)
F is a common of RED and GREEN Rectangles
N(x) = B(x) , N(y) = G(y)
F is a common of BLUE and GREEN Rectangles
Hope it helps.

How do I draw the points in an ESRI Polyline, given the bounding box as lat/long and the "points" as radians?

I'm using OpenMap and I'm reading a ShapeFile using com.bbn.openmap.layer.shape.ShapeFile. The bounding box is read in as lat/long points, for example 39.583642,-104.895486. The bounding box is a lower-left point and an upper-right point which represents where the points are contained. The "points," which are named "radians" in OpenMap, are in a different format, which looks like this: [0.69086486, -1.8307719, 0.6908546, -1.8307716, 0.6908518, -1.8307717, 0.69085056, -1.8307722, 0.69084936, -1.8307728, 0.6908477, -1.8307738, 0.69084626, -1.8307749, 0.69084185, -1.8307792].
How do I convert the points like "0.69086486, -1.8307719" into x,y coordinates that are usable in normal graphics?
I believe all that's needed here is some kind of conversion, because bringing the points into Excel and graphing them creates a line whose curve matches the curve of the road at the given location (lat/long). However, the axises need to be adjusted manually and I have no reference as how to adjust the axises, since the given bounding box appears to be in a different format than the given points.
The ESRI Shapefile technical description doesn't seem to mention this (http://www.esri.com/library/whitepapers/pdfs/shapefile.pdf).
0.69086486, -1.8307719 is a latitude and a longitude in radians.
First, convert to degrees (multiply by (180/pi)), then you will have common units between your bounding box and your coordinates.
Then you can plot all of it in a local frame with the following :
x = (longitude-longitude0)*(6378137*pi/180)*cos(latitude0*pi/180)
y = (latitude-latitude0)*(6378137*pi/180)
(latitude0, longitude0) are the coordinates of a reference point (e.g. the lower-left corner of the bounding box)
units are degrees for angles and meters for distances
Edit -- explanation :
This is an orthographic projection of the Earth considered as a sphere whose radius is 6378137.0 m (semi-major axis of the WGS84 ellipsoid), centered on the point (lat0, lon0)
In OpenMap, there are a number of ways to convert from radians to decimal degrees:
Length.DECIMAL_DEGREE.fromRadians(radVal);
Math.toDegrees(radVal) // Standard java library
For an array, you can use ProjMath.arrayDegToRad(double[] radvals);
Be careful with that last one, it does the conversion in place. So if you grab a lat/lon array from an OMPoly, make a copy of it first before converting it. Otherwise, you'll mess up the internal coordinates of the OMPoly, which it expects to be in radians.