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| ||'''Book'''|| Advanced Engineering Mathematics || ||'''Author'''|| Erwin Kreyszig || ||'''Edition'''|| 8th Edition || |
||'''Book''' ||Advanced Engineering Mathematics || ||'''Author''' ||Erwin Kreyszig || ||'''Edition''' ||8th Edition || |
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| # given function y1 = x, y2 = 3x, y3 = x^2 #equation y2 can be represented using y1 and y3 as |
# given function y1 = x, y2 = 3x, y3 = x^2 #equation y2 can be represented using y1 and y3 as |
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| result = y2 - 3*y1 - 0*y3 | |
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| result = y2 - 3*y1 - 0*y3 | |
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* '''Solution by''': * <Selwyn Jacob>, <Student>, <Gitam University> * <Selwyn Jacob>, <Student>, <Gitam University> |
* '''Solution by''': * <Selwyn Jacob>, <Student>, <Gitam University> * <Selwyn Jacob>, <Student>, <Gitam University> |
Book
Advanced Engineering Mathematics
Author
Erwin Kreyszig
Edition
8th Edition
#example1:
# given function y1 = x, y2 = 3x, y3 = x^2 #equation y2 can be represented using y1 and y3 as
var('y1,y2,y3,x')
y1 = x
y2 = 3*x
y3 = x^2
# these functions are linearly dependent on any interval as
# y2 = 3y1 + 0y3 => y2 - 3y1 - 0y3 = 0
result = y2 - 3*y1 - 0*y3
print result
Solution by:
<Selwyn Jacob>, <Student>, <Gitam University>
<Selwyn Jacob>, <Student>, <Gitam University>