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While working in the eHealth Applied Research lab at Mohawk College, you are asked to transform an xml file into an XHTML representationusing XSLT for display in a browser.The xml file is an export from Microsoft Excel and contains some clinical patient information [the source xml file is contained in the file PatientData.zip available on the course website]. You are to create an xslt that loads the xml and transforms it to XHTML that renders a page that looks like this in a browser:
Hints:
- you will need to investigate the use of the local-name() function- notice the alternating colours of the background cells- notice that the representations for dates and genders have been converted to a different format ... you will need to use conditional expressions for this (or another technique of your choosing)- you must provide the proper xml processing instruction(s) so that the file loads in a browser
A psychologist is interested in learning about the voting behavior of college students. (4 points for each part.)Design a study which would yield data on this topic. a. state y
How to create a TCP client server program?
Objective: The purpose of this programming project is to explore page replacement algorithms. This can be accomplished by developing a simple simulator that implements various pag
Introduction Currently, Omega has 178 stores UK wide. Most cities and large towns within the UK are catered for by Omega. Omega began in 1960's selling various makes of telep
As with 2 nd order differential equations we can't determine a non-homogeneous differential equation unless we can initially solve the homogeneous differential equation. We'll als
how to make a program using vb?seriously i don''t know
Do you do APL programs ?
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Write an assembly program that computes Fibonacci numbers 2-5. a. Assume Fib(0)=0 and Fib(1)=1. b. Store Fib(2) in EAX, Fib(3) in EBX, Fib(4) in ECX and Fib(5) in EDX. c. Use a LOO
VARIATION OF PARAMETERS - HIGHER ORDER DIFFERENTIAL EQUATIONS We now require taking a look at the second method of finding a particular solution to a differential equation
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