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  • Fenger Castro posted an update 1 year, 1 month ago

    You can all the time revert the modifications utilizing the same instructions outlined above, however in step 4, click on the “Turn off customized scaling and signal out” choice.

    Scaling is used when the dimensions of any geometrical figure or shape or an object may be modified with respect to its original size. When things are too massive, we use scale elements to calculate smaller measurements. When issues are too small, we use scale components to calculate greater measurements. Scale issue, however, is a quantity that is used to increase or decrease the scale of a determine.

    Extra Words

    We want to draw its blueprint first to set up the furniture, like mattress, nightstands, and so forth. So, we are going to scale down the bed room to 15 inches by 14 inches. If you want to make the textual content extra readable, you should not adjust the dimensions settings. If the system is not scaling elements appropriately, repeat the steps to pick out a special worth to extend or decrease the scaling worth until you attain the right configuration.

    Words Ending With

    The scale factor may be calculated if the dimensions of the unique figure and the size of the elevated or decreased figures are recognized. You have to be questioning what does scaling mean in Math? Scaling is a procedure via which we draw an object that’s proportional to the actual size of the object. Scaling in geometry signifies that we’re both enlarging or shrinking figures so that they keep their fundamental shape. When we scale figures, they are often recognized as similar figures. For instance, should you do not have excellent eyesight, making the weather greater on the display may make things easier to see and use, avoiding stressing your eyes.

    Scale factor, on the opposite hand, is a quantity by which all the parts of an object are multiplied to be able to create an enlarged or reduced figure. Scale and scale issue are largely used in blueprints which may be used for the development of buildings. Once you complete the steps, the model new scale configuration will apply.

    scaling and polishing price Singapore ” 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”/>

    In this how-to information, I will explain tips on how to change the scale settings on a desktop monitor or laptop display. If elements are too small and textual content too hard to learn, you most likely want to adjust the scale settings. Find related words to scaling using the buttons below. All content on this web site, together with dictionary, thesaurus, literature, geography, and other reference data is for informational purposes only. This data should not be thought-about complete, up to date, and isn’t meant to be used in place of a visit, consultation, or advice of a legal, medical, or any other skilled.

    In the above example of scaling, the two rectangles are similar as a result of their primary shapes are the same even when one is smaller and the other is larger. Once you complete the steps, the screen will flash a “Please wait” message to use the new textual content dimension. After you complete the steps, the system will apply the setting you specified. You shouldn’t change the scale settings utilizing customized values as a result of it impacts the viewing expertise. However, if it’s a necessity, and you do it accurately, it may help you hit that sweet spot. For example, we have to assemble a bedroom of measurement a hundred and eighty inches by 168 inches.

    If you join an external monitor, utilizing a custom scale setting can help improve the scale of the text, icons, and menus across the displays. Changing the show scale can also improve content visibility whereas displaying a PowerPoint presentation on a projector. Scale is the ratio to symbolize the relation between the scale of a model or scaled determine and the corresponding dimensions of the particular figure or an object.

    • If you join an external monitor, utilizing a custom scale setting may help increase the scale of the textual content, icons, and menus across the displays.
    • However, if it’s necessary, and also you do it correctly, it may assist you to hit that sweet spot.
    • For example, if you do not have good eyesight, making the weather bigger on the display might make things simpler to see and use, avoiding stressing your eyes.
    • You shouldn’t change the size settings using custom values as a outcome of it impacts the viewing expertise.
    • Scaling is used when the dimensions of any geometrical determine or form or an object could be modified with respect to its authentic size.

    Although it isn’t required, you could need to restart the pc to ensure the setting applies appropriately for all supported functions. For example, we now have to draw a butterfly on a bit of paper to have the ability to study its components. Since the butterfly is small in measurement, we would like to scale it up, as proven below.