From Buus Burns, 2 Days ago, written in Plain Text.
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  1. The scale factor could be calculated if the scale of the original figure and the size of the increased or decreased figures are identified. You must be questioning what does scaling imply in Math? Scaling is a procedure via which we draw an object that is proportional to the precise dimension of the thing. Scaling in geometry means that we are both enlarging or shrinking figures in order that they keep their fundamental form. When we scale figures, they are known as comparable figures. For example, when you wouldn't have perfect eyesight, making the elements bigger on the display screen might make things easier to see and use, avoiding stressing your eyes.
  2. If you connect an exterior monitor, using a customized scale setting may help enhance the scale of the text, icons, and menus throughout the displays. Changing the show scale may enhance content material visibility while displaying a PowerPoint presentation on a projector. Scale is the ratio to symbolize the relation between the dimensions of a mannequin or scaled figure and the corresponding dimensions of the particular figure or an object.
  3. scaling and polishing price Singapore " 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"/>
  4.  Are You Capable To Remedy Four Words At Once?
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  6. In the above instance of scaling, the 2 rectangles are comparable as a end result of their primary shapes are the same even if one is smaller and the other is larger. Once you full the steps, the display screen will flash a "Please wait" message to apply the brand new textual content dimension. After you full the steps, the system will apply the setting you specified. You should not change the size settings using customized values as a end result of it affects the viewing experience. However, if it's necessary, and you do it correctly, it might allow you to hit that candy spot. For example, we have to construct a bedroom of dimension one hundred eighty inches by 168 inches.
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  8. In this how-to information, I will explain how to change the scale settings on a desktop monitor or laptop computer display. If components are too small and textual content too exhausting to learn, you most likely need to adjust the scale settings. Find similar words to scaling utilizing the buttons below. All content on this web site, together with dictionary, thesaurus, literature, geography, and different reference data is for informational purposes solely. This information should not be thought of complete, updated, and is not intended to be used rather than a visit, session, or advice of a authorized, medical, or any other skilled.
  9.  Extra Words With Remarkable Origins
  10. We want to attract its blueprint first to set up the furniture, like mattress, nightstands, etc. So, we'll scale down the bed room to fifteen inches by 14 inches. If you want to make the text extra readable, you ought to not modify the size settings. If the system isn't scaling elements appropriately, repeat the steps to pick a different worth to extend or decrease the scaling value till you reach the proper configuration.
  11.  Merriam-webster’s Great Big List Of Words You Like To Hate
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  13. You can always revert the changes utilizing the identical instructions outlined above, however in step 4, click on the "Turn off custom scaling and sign out" option.
  14.  For instance, we have to draw a butterfly on a chunk of paper so as to research its elements. For example, we've to assemble a bedroom of dimension 180 inches by 168 inches. When issues are too large, we use scale elements to calculate smaller measurements. Scale issue, then again, is a number that is used to increase or lower the scale of a figure.
  15. Scale issue, then again, is a quantity by which all of the components of an object are multiplied to be able to create an enlarged or decreased figure. Scale and scale issue are principally used in blueprints which are used for the construction of buildings. Once you complete the steps, the new scale configuration will apply.
  16. Although it isn't required, you may must restart the computer to verify the setting applies accurately for all supported purposes. For instance, we have to draw a butterfly on a piece of paper in order to study its elements. Since the butterfly is small in dimension, we would like to scale it up, as shown beneath.
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