In: Math
side note: these are checkboxes so multiple answers can be chosen
In what everyday applications might some of the geometric problems discussed above (such as finding the volume of a frustum of a pyramid) be useful?
A. Trading
B. The temples called ziggurats
C. System of canals for irrigation
D. Eating
A.Trading
Detect
Support and Resistance Areas with Market Geometry.
Market
geometry is really the old fashioned way that traders used to
perform technical analysis, going back to a time to when indicators
and the other modern and fashionable trading tools were not popular
or well known.The principles of market geometry are based on being
able to identify the areas of consolidation to the left of the
chart and being able to project them to the right of the chart with
the purpose of identifying the strongest levels of support and
resistance.
However, it is also possible to use market geometry to find
identical moves in terms of the speed at which the price in
travelling when it is compared with a particular line. Some people
believe that future price action will be based on the previous
behavior of the markets and if that is the case, nothing is more
valuable to a trader than market geometry.
B. The temples called ziggurats
Geometry is used to establish the area and shape of the site, the size of the buildings and confirmation of buildings such as Pyramids, Ziggurats, that they will fit into the site or provide information as to how much more land is required. Geometry is used to lay out all the site services, water pipes, sewer pipes, underground electric etc.
C. System of canals for irrigation
The application of geometry in agriculture of the main systems 11 used for the geometrical characterization of tree plantations, including systems based on 12 ultrasounds, digital photographic techniques, light sensors, high-resolution radar images, 13 high-resolution X-ray computed tomography, stereo vision and LIDAR sensors. Amongst 14 these, LIDAR laser scanners and stereo vision systems are probably the most promising 15 and complementary techniques for achieving 3D pictures and maps of plants and canopies. 16 The information about the geometric properties of plants provided by these techniques has 17 innumerable applications in agriculture. Some important agricultural tasks that can benefit 18 from these plant-geometry characterization techniques are the application of pesticides, 19 irrigation, fertilization and crop training. In the field of pesticide application, knowledge of 20 the geometrical characteristics of plantations will permit a better adjustment of the dose of 21 the product applied, improving the environmental and economic impact.