- You can all the time revert the modifications utilizing the same directions outlined above, however in step 4, click the "Turn off customized scaling and signal out" possibility.
- We want to draw its blueprint first to set up the furniture, like bed, nightstands, and so on. So, we'll scale down the bedroom to 15 inches by 14 inches. If you want to make the text more readable, you should not regulate the size settings. If the system isn't scaling elements appropriately, repeat the steps to pick out a different value to extend or lower the scaling value until you attain the right configuration.
- Discover Related Words
- In this how-to information, I will clarify the method to change the scale settings on a desktop monitor or laptop show. If components are too small and text too onerous to learn, you in all probability want to regulate the scale settings. Find similar words to scaling using the buttons beneath. All content material on this website, including dictionary, thesaurus, literature, geography, and different reference information is for informational functions only. This info shouldn't be thought of full, updated, and is not intended for use instead of a visit, consultation, or recommendation of a authorized, medical, or another professional.
- Extra From Merriam-webster On Scale
- Scaling is used when the scale of any geometrical figure or form or an object may be changed with respect to its unique measurement. When issues are too large, we use scale factors to calculate smaller measurements. When issues are too small, we use scale factors to calculate bigger measurements. Scale issue, on the other hand, is a number that is used to extend or lower the scale of a determine.
- Since the butterfly is small in size, we would prefer to scale it up, as proven beneath. All content material on this website, including dictionary, thesaurus, literature, geography, and different reference information is for informational functions solely. If you wish to make the textual content extra readable, you shouldn't modify the scale settings. If the system isn't scaling parts accurately, repeat the steps to select a special value to extend or lower the scaling worth till you attain the correct configuration.
- If you connect an exterior monitor, using a customized scale setting might help increase the size of the textual content, icons, and menus throughout the shows. Changing the display scale may also improve content visibility whereas exhibiting a PowerPoint presentation on a projector. Scale is the ratio to symbolize the relation between the size of a model or scaled figure and the corresponding dimensions of the actual figure or an object.
- In the above example of scaling, the two rectangles are similar as a outcome of their basic shapes are the identical even when one is smaller and the opposite is larger. Once you complete the steps, the display will flash a "Please wait" message to use the new textual content size. After you complete the steps, the system will apply the setting you specified. You should not change the dimensions settings using customized values because it affects the viewing experience. However, if it's a necessity, and you do it correctly, it may allow you to hit that candy spot. For instance, we now have to assemble a bed room of measurement a hundred and eighty inches by 168 inches.
- scaling and polishing price Singapore " 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- The scale issue could be calculated if the dimensions of the original figure and the scale of the elevated or decreased figures are known. You must be wondering what does scaling mean in Math? Scaling is a process by way of which we draw an object that's proportional to the precise size of the item. Scaling in geometry implies that we are both enlarging or shrinking figures in order that they preserve their fundamental shape. When we scale figures, they are often identified as comparable figures. For instance, if you wouldn't have excellent eyesight, making the elements greater on the display could make things easier to see and use, avoiding stressing your eyes.
- Scale factor, however, is a quantity by which all the elements of an object are multiplied in order to create an enlarged or lowered determine. Scale and scale factor are largely used in blueprints which are used for the construction of buildings. Once you full the steps, the new scale configuration will apply.
- Although it isn't required, you could have to restart the pc to ensure the setting applies accurately for all supported applications. For instance, we now have to draw a butterfly on a bit of paper to have the ability to examine its components. Since the butterfly is small in size, we would prefer to scale it up, as shown under.
- My website: https://fancypad.techinc.nl/HxrAcAAgSHOEF5EBKX2lcw/