![]() If anyone has any suggestions for how I could resolve this, it would be greatly appreciated. I have attempted to play around with the minimum, preferred, and flexible height values of the Layout Element attached to the text card objects, but nothing seems to help. It helps a bit, but the text size still gets shrunk, as shown in the final screenshot.Īnd not knowing the language, I can't go around placing random blank spaces in between charcters, as I don't know if it would change the meaning of the words. Secondly, even if I could, it still doesn't entirely fix the problem when there is actually a long sentence without any punctuation characters. Firstly, it is unfeasible for me to go through the application and manually insert spaces into the numerous text boxes that exist. This was confirmed when I manually inserted blank spaces after the "。" period character which resulted in normal rendering of the text size. In other words, unlike in English, there actually aren't any physical blank space characters in between sentences to help the wrapping functionality break up the words accordingly. I realise that part of the problem is that the Chinese character used for a period at the end of a sentence is the following "。" which is a single character that has a small amount of horizontal space built into it. As soon as the sentence runs over one line, it gets shrunk significantly. The second screenshot shows the problem I am having with Chinese test. I have not entered any manual line breaks. Note that each sentence in the "multiple sentences" example is separated by a blank space. The text card element simply grows in height, as expected. As you can see from the first image, when inputting English characters, the text size remains consistent regardless of whether the sentence runs over one or multiple lines. I have attached screenshots to illustrate the issue. I am having a problem with horizontal wrapping causing the text size to become much smaller when working with the Chinese text. One of these was adding Chinese translations of the content (provided to us by translators, I don't know the language myself). I am working on an application built by someone else previously, and I have been asked to make some changes. These key points are : intercepts, maximum and minimum points.Hello. To stretch or shrink a graph you have to multiply the original function by a number either. To sketch the basic sine and cosine functions by hand it helps to note five key points in one period. In this video you will learn how to stretch and shrink a graph both vertically and horizontally. Putting all the above terms together, we get the following equation. What is a horizontal stretch and shrink A horizontal stretch or shrink by a factor of 1/k means that the point (x, y) on the graph of f(x) is transformed to the point (x/k, y) on the graph of g(x. It is the reciprocal of period so its formula is given as As vertical is the opposite of horizontal, anything that makes a 90-degree angle (right angle) with the horizontal or the horizon is called vertical. Frequency: it is the number of cycles completed in one second.It is denoted by d so +d means shifted up and –d means shifted down. Vertical shift: This is how far a graph is shifted up or down from its usual position.It is denoted by c so positive c means shift to left and negative c means shift to right. The graph is stretched by a factor of 1 if a>1. How do you do a vertical stretch and compression, one might wonder How to: Draw a vertical stretch for a function. Phase shift: Phase shift is how far a graph is shifted horizontally from its usual position. A horizontal stretch or shrink by 1/k transforms the point (x, y) on f (x) graph to the point (x/k, y) on g (x) graph.For a function y=asin(bx) or acos(bx), period is given by the formula, Horizontal length of each cycle is called period. Period: It is the time in which one cycle is completed.Amplitude(a) is half the distance between maximum and minimum points. Or it is the height from central line to either maximum or minimum point. Amplitude: It is the distance between central line and peak of the graph.Important terms related with graphs of trigonometric functions:
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