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  • Parks Egan posted an update 1 year, 1 month ago

    You can at all times revert the modifications using the identical directions outlined above, however in step 4, click on the “Turn off custom scaling and sign out” choice.

    The Way To Make Text Larger With Out Altering Scale Settings On Home Windows Eleven

    Scale issue, 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 principally used in blueprints which may be used for the construction of buildings. Once you complete the steps, the model new scale configuration will apply.

    scaling and polishing price Singapore ” 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”/>

    Scaling is used when the scale of any geometrical determine or form or an object may be changed with respect to its unique size. When things are too massive, we use scale components to calculate smaller measurements. When issues are too small, we use scale elements to calculate larger measurements. Scale factor, however, is a quantity that’s used to increase or decrease the size of a determine.

    Great Huge Listing Of Beautiful And Useless Words, Vol Three

    Although it isn’t required, you could must restart the computer to ensure the setting applies appropriately for all supported applications. For example, we have to draw a butterfly on a piece of paper so as to study its components. Since the butterfly is small in measurement, we would prefer to scale it up, as proven under.

    The scale factor can be calculated if the size of the original figure and the scale of the increased or decreased figures are identified. You have to 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 actual measurement of the item. Scaling in geometry signifies that we are either enlarging or shrinking figures so that they retain their primary form. When we scale figures, they are generally recognized as similar figures. For example, should you don’t have excellent eyesight, making the elements larger on the display screen could make things simpler to see and use, avoiding stressing your eyes.

    • Find similar words to scaling using the buttons beneath.
    • The scale issue could be calculated if the size of the original figure and the dimensions of the increased or decreased figures are recognized.
    • So, we’ll scale down the bed room to fifteen inches by 14 inches.
    • You can at all times revert the modifications using the identical instructions outlined above, however in step 4, click the “Turn off custom scaling and signal out” choice.
    • Once you complete the steps, the screen will flash a “Please wait” message to use the brand new textual content size.
    • In this how-to guide, I will clarify how to change the dimensions settings on a desktop monitor or laptop display.

    What Does ‘scale The Business’ Mean?

    We need to attract its blueprint first to arrange the furniture, like mattress, nightstands, etc. So, we’ll scale down the bedroom to 15 inches by 14 inches. If you wish to make the text extra readable, you ought to not modify the size settings. If the system isn’t scaling parts accurately, repeat the steps to pick a unique worth to extend or decrease the scaling worth till you reach the correct configuration.

    In this how-to guide, I will clarify tips on how to change the size settings on a desktop monitor or laptop computer show. If elements are too small and text too hard to learn, you probably want to adjust the dimensions settings. Find related words to scaling utilizing the buttons under. All content material on this website, together with dictionary, thesaurus, literature, geography, and different reference data is for informational functions only. This information should not be thought-about full, up to date, and is not supposed for use rather than a go to, consultation, or recommendation of a legal, medical, or any other skilled.

    In the above instance of scaling, the two rectangles are similar as a end result of their basic shapes are the same even if one is smaller and the opposite is bigger. Once you complete the steps, the screen will flash a “Please wait” message to use the model new text dimension. After you complete the steps, the system will apply the setting you specified. You shouldn’t change the dimensions settings utilizing customized values as a end result of it affects the viewing expertise. However, if it’s necessary, and also you do it correctly, it could help you hit that candy spot. For instance, we have to assemble a bed room of measurement 180 inches by 168 inches.