- Although it isn't required, you might need to restart the pc to ensure the setting applies correctly for all supported functions. For example, we now have to draw a butterfly on a bit of paper in order to examine its elements. Since the butterfly is small in measurement, we would like to scale it up, as shown under.
- In this how-to guide, I will explain the method to change the size settings on a desktop monitor or laptop display. If components are too small and textual content too exhausting to learn, you probably want to regulate the dimensions settings. Find comparable words to scaling using the buttons below. All content material on this website, including dictionary, thesaurus, literature, geography, and different reference knowledge is for informational functions only. This info should not be considered full, updated, and isn't meant for use in place of a visit, session, or recommendation of a authorized, medical, or another professional.
- scaling and polishing price Singapore " 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"/>
- Words Ending With
- Scale issue, however, is a number by which all of the components of an object are multiplied to have the ability to create an enlarged or lowered figure. Scale and scale issue are principally utilized in blueprints which are used for the construction of buildings. Once you full the steps, the model new scale configuration will apply.
- Scaling is used when the scale of any geometrical figure or shape or an object can be changed with respect to its unique dimension. When things are too massive, we use scale components to calculate smaller measurements. When issues are too small, we use scale factors to calculate larger measurements. Scale factor, however, is a quantity that's used to extend or lower the dimensions of a determine.
- Scaling in geometry implies that we are either enlarging or shrinking figures so that they keep their basic shape. If parts are too small and text too onerous to read, you probably want to adjust the scale settings. Scale is the ratio to characterize the relation between the dimensions of a model or scaled figure and the corresponding dimensions of the particular determine or an object. Once you full the steps, the new scale configuration will apply. When things are too small, we use scale elements to calculate bigger measurements.
- What's A Scale Issue
- The scale issue may be calculated if the size of the unique figure and the dimensions of the increased or decreased figures are identified. You have to be questioning what does scaling imply in Math? Scaling is a process via which we draw an object that is proportional to the precise measurement of the item. Scaling in geometry means that we're either enlarging or shrinking figures so that they retain their fundamental form. When we scale figures, they're known as comparable figures. For instance, should you do not have perfect eyesight, making the weather greater on the screen might make things easier to see and use, avoiding stressing your eyes.
- Ye Olde Nincompoop: Old School Words For 'Stupid'
- In the above example of scaling, the 2 rectangles are similar because their primary shapes are the identical even if one is smaller and the other is bigger. Once you full the steps, the screen will flash a "Please wait" message to apply the new text size. After you complete the steps, the system will apply the setting you specified. You should not change the scale settings using custom values as a end result of it impacts the viewing expertise. However, if it's a necessity, and you do it accurately, it might assist you to hit that sweet spot. For instance, we have to assemble a bedroom of size a hundred and eighty inches by 168 inches.
- You can all the time revert the adjustments utilizing the identical instructions outlined above, but in step four, click the "Turn off customized scaling and sign out" choice.
- We want to attract its blueprint first to arrange the furnishings, like bed, nightstands, etc. So, we'll scale down the bedroom to 15 inches by 14 inches. If you want to make the textual content more readable, you ought to not adjust the dimensions settings. If the system is not scaling parts appropriately, repeat the steps to pick a unique worth to extend or decrease the scaling worth till you attain the proper configuration.
- If you connect an exterior monitor, utilizing a customized scale setting can help improve the dimensions of the text, icons, and menus across the displays. Changing the show scale can also improve content visibility while exhibiting a PowerPoint presentation on a projector. Scale is the ratio to characterize the relation between the scale of a model or scaled determine and the corresponding dimensions of the actual determine or an object.
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