1. If you join an external monitor, using a custom scale setting may help improve the scale of the textual content, icons, and menus throughout the shows. Changing the show scale may enhance content material visibility while showing a PowerPoint presentation on a projector. Scale is the ratio to symbolize the relation between the dimensions of a model or scaled figure and the corresponding dimensions of the actual figure or an object.
2. scaling and polishing price Singapore " src="data:image/jpg;base64,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"/>
3. The scale factor may be calculated if the size of the original figure and the scale of the increased or decreased figures are recognized. You must be questioning what does scaling imply in Math? Scaling is a procedure through which we draw an object that's proportional to the precise dimension of the object. Scaling in geometry signifies that we are either enlarging or shrinking figures in order that they retain their basic shape. When we scale figures, they are generally identified as similar figures. For example, should you do not have excellent eyesight, making the weather bigger on the display could make things simpler to see and use, avoiding stressing your eyes.
4.  Once you complete the steps, the new scale configuration will apply. Scaling in geometry signifies that we're both enlarging or shrinking figures in order that they retain their fundamental shape. When issues are too small, we use scale components to calculate greater measurements. Scaling is a procedure via which we draw an object that is proportional to the actual dimension of the item. Scale is the ratio to symbolize the relation between the scale of a mannequin or scaled figure and the corresponding dimensions of the particular determine or an object.
5. In this how-to guide, I will explain how to change the dimensions settings on a desktop monitor or laptop computer show. If parts are too small and text too exhausting to read, you probably want to regulate the size settings. Find comparable words to scaling using the buttons below. All content on this website, together with dictionary, thesaurus, literature, geography, and different reference data is for informational functions only. This data shouldn't be thought-about complete, updated, and isn't meant for use in place of a visit, consultation, or recommendation of a legal, medical, or some other skilled.
6. We want to draw its blueprint first to arrange the furniture, like bed, nightstands, and so on. So, we will scale down the bed room to 15 inches by 14 inches. If you wish to make the text more readable, you shouldn't adjust the dimensions settings. If the system is not scaling components appropriately, repeat the steps to select a different value to increase or decrease the scaling value until you attain the proper configuration.
7.  
8. Although it's not required, you might have to restart the computer to ensure the setting applies accurately for all supported purposes. For example, we now have to draw a butterfly on a piece of paper so as to examine its components. Since the butterfly is small in size, we would prefer to scale it up, as proven beneath.
9.  
10.  Other Word Forms Of Scaling
11. Scale issue, then again, is a quantity by which all of the elements of an object are multiplied in order to create an enlarged or decreased determine. Scale and scale issue are largely utilized in blueprints which are used for the development of buildings. Once you complete the steps, the model new scale configuration will apply.
12.  What Does 'scale The Business' Mean?
13. Scaling is used when the size of any geometrical determine or form or an object could be changed with respect to its original measurement. When things are too giant, we use scale factors to calculate smaller measurements. When issues are too small, we use scale components to calculate bigger measurements. Scale issue, then again, is a number that is used to increase or lower the scale of a figure.
14.  
15.  
16. You can at all times revert the modifications utilizing the identical directions outlined above, but in step four, click the "Turn off custom scaling and sign out" choice.
17. In the above instance of scaling, the 2 rectangles are similar because their primary shapes are the identical even when one is smaller and the opposite is larger. Once you complete the steps, the display screen will flash a "Please wait" message to apply the brand new text measurement. After you complete the steps, the system will apply the setting you specified. You should not change the size settings utilizing custom values because it impacts the viewing experience. However, if it's a necessity, and you do it correctly, it could help you hit that sweet spot. For example, we've to assemble a bed room of measurement one hundred eighty inches by 168 inches.
18. Homepage: