![](data:image/jpeg;base64,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) 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Show a F1D function in the range 1-10
Source code name: "func0.py"
Programming language: Python
Topic: Function/1D
DMelt Version 1. Last modified: 12/11/2015. License: Free
https://datamelt.org/code/cache/func0_7352.py
To run this script using the DMelt IDE,
copy the above URL link to the menu [File]→[Read script from URL] of the DMelt IDE.
from jhplot import *
f1 = F1D("2*exp(-x*x/50)+sin(pi*x)/x", 1.0, 10.0)
c1 = HPlot("Example of function")
c1.visible()
c1.setAutoRange()
c1.draw(f1)