Junyu

維基百科PYTHON 縮排INDENTATION Python uses whitespace indentation(使用空白鍵縮排), rather than curly brackets or keywords(而不是使用 大括號 或是關鍵字), to delimit blocks(來分隔區段). An increase in indentation comes after certain statements; a decrease in indentation signifies the end of the current block.[82] Thus, the program's visual structure accurately represents its semantic structure.[83] This feature is sometimes termed the off-side rule. Some other languages use indentation this way; but in most, indentation has no semantic meaning. The recommended indent size is four spaces. Python uses whitespace indentation, rather than curly brackets or keywords, to delimit blocks. An increase in indentation comes after certain statements; a decrease in indentation signifies the end of the current block.[82] Thus, the program's visual structure accurately represents its semantic structure.[83] This feature is sometimes termed the off-side rule. Some other languages use indentation this way; but in most, in...

Javascript在網頁就可以執行不需要開啟VS Code 蘇俊宇執行 翹課蟲執行

from tkinter import * #或者import tkinter as tk import math#輸入數學MATH函式庫 tk = Tk() #建構視窗名為tk tk.geometry('1200x400')#視窗 寬1200像素 tk.title("蘇俊宇python tkinter三角函數") canvas = Canvas(tk, width=1200, height=400, bg='pink') canvas.grid(row=0,column=0,padx=5,pady=5,columnspan=3) delay=2 # milliseconds, 1/1000秒 x1,y1,z1=0,200,10#python特徵,多變數=對等值 h=190 #上下範圍,相當於數學1到-1 def LH(): global x1, y1, z1, inc #global全球,local當地 if (x1 == 0): #判斷是否在左端 inc = 1 #改成往右邊走 canvas.delete("all") elif (x1 == 1200): #判斷是否在右端 inc = -1 #改成往左邊走 canvas.delete("all") x2 = x1 + inc #換到下個可能inc=1, 或inc=-1 y2=200 - h*math.sin(0.02*x2) z2=200 - h*math.cos(0.02*x2) L1=canvas.create_line(x1,y1,x2,y2,fill='BLUE',width=10) L2=canvas.create_line(x1,z1,x2,z2,fill='yellow',width=10) x1,y1,z1=x2,y2,z2#下一個起點是現在終點 canvas.after(delay,LH) LH() #執行LauHou老猴 tk.mainloop()

from tkinter import * #或者import tkinter as tk import math#輸入數學MATH函式庫 tk = Tk() #建構視窗名為tk tk.geometry('1200x400')#視窗 寬1200像素 tk.title(" 蘇俊宇python tkinter三角函數") canvas = Canvas(tk, width=1200, height=400, bg='PINK') canvas.grid(row=0,column=0,padx=5,pady=5,columnspan=3) delay=3 # milliseconds, 1/1000秒 x1,y1,z1=0,200,10#python特徵,多變數=對等值 h=190 #上下範圍,相當於數學1到-1 def LH(): global x1, y1, z1#global全球,local當地 x2 = x1 + 1 #換到下個+1 y2=200 - h*math.sin(0.02*x2) z2=200 - h*math.cos(0.02*x2) L1=canvas.create_line(x1,y1,x2,y2,fill='BLUE',width=10) L2=canvas.create_line(x1,z1,x2,z2,fill='yellow',width=10) if (x2

from tkinter import * #或者import tkinter as tk import math#輸入數學MATH函式庫 tk = Tk() #建構視窗名為tk tk.geometry('1200x400')#視窗 寬1200像素 tk.title(" 蘇俊宇python tkinter三角函數") canvas = Canvas(tk, width=1200, height=400, bg='PINK') canvas.grid(row=0,column=0,padx=5,pady=5,columnspan=3) delay=10 # milliseconds, 1/1000秒 x1,y1,z1=0,200,10#python特徵,多變數=對等值 h=190 #上下範圍,相當於數學1到-1 def LH(): global x1, y1, z1#global全球,local當地 x2 = x1 + 1 #換到下個+1 y2=200 - h*math.sin(0.02*x2) z2=200 - h*math.cos(0.02*x2) L1=canvas.create_line(x1,y1,x2,y2,fill='BLUE',width=10) L2=canvas.create_line(x1,z1,x2,z2,fill='yellow',width=10) if (x2