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  2. MeanRadiusEarthInKm = 6371 (according to IUGG) DegToRadDivisor = 180/PI = 57.2958 And again the zoom level doubles the size with each step, i.e. increase the zoomlevel by one halfs the size on the screen. zoom = 8 - log (factor * dist) / log (2) = 8 - log_2 (factor * dist) => dist = 2^ (8-zoom) / factor
    stackoverflow.com/questions/5939983/how-does-th…
    And the formulas I used were: ExpLat = 0.162 * (2 ** (12 - Z)) ExpLon = 0.220 * (2 ** (12 - Z)) Where ExpLat, ExpLon are the expected latitude and longtitude ranges, and Z is the zoom level.
    stackoverflow.com/questions/10003577/how-to-cal…
    It's possible to calculate using this formula: metersPerPx = 156543.03392 * Math.cos (latLng.lat () * Math.PI / 180) / Math.pow (2, zoom)
    gis.stackexchange.com/questions/7430/what-ratio-…
    Each increment of the zoom level doubles the scale. To zoom out by a factor of two, add one to the zoom level. newZoom=oldZoom-1; from the documentation: World coordinates reflect absolute locations on a given projection, but we need to translate these into pixel coordinates to determine the "pixel" offset at a given zoom level.
    stackoverflow.com/questions/32519919/google-ma…
    If you have a map object like this: var mapObject = new google.maps.Map (document.getElementById ("map"), _mapOptions); use mapObject.getZoom ();
    stackoverflow.com/questions/6385703/how-to-find …
     
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    Code sample

    var angle = east - west;
    if (angle < 0) {
      angle += 360;
    }
    var zoom = Math.round(Math.log(pixelWidth * 360 / angle / GLOBE_WIDTH) / Math.LN2);...
     
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