Differences between revisions 4 and 5
Revision 4 as of 2010-08-11 12:43:17
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Comment: LDE in Kreygzig
Revision 5 as of 2010-08-11 12:45:38
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Comment: LDE in Kreygzig
Deletions are marked like this. Additions are marked like this.
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---- /!\ '''Edit conflict - other version:''' ----
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---- /!\ '''Edit conflict - your version:''' ----
{{{D=var('D')
w=solve(64*D**2+16*D+1==0,D)
print w

---- /!\ '''End of edit conflict''' ----
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---- /!\ '''Edit conflict - other version:''' ----
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---- /!\ '''Edit conflict - your version:''' ----

{{{
D=var('D')
w=solve(64*D**2+16*D+1==0,D)
print w

---- /!\ '''End of edit conflict''' ----
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 * '''Solution by''':  * '''Solution by''': ,Aurangabad
     sawankumar khillare,teaching,MGMs JNEC
  • Book

    Advanced Engineering Mathematics

    Author

    Erwin Kreyszig

    Edition

    8th Edition


/!\ Edit conflict - other version:


{{{D=var('D') w=solve(64*D**2+16*D+1==0,D) print w


/!\ Edit conflict - your version:


{{{D=var('D') w=solve(64*D**2+16*D+1==0,D) print w


/!\ End of edit conflict


{{{id=1| #(i) omega = sqrt(20/5)

f = var('f')

solve(2*pi*f == omega, f) /// [f == (1/pi)] }}}

{{{id=2| #(ii) omega = sqrt(45/5)

f = var('f')

solve(2*pi*f == omega, f) /// [f == 3/2/pi] }}}

<p>sage seems to have troubles writing f = 3/2*pi</p>

{{{id=3| #(iii) omega = sqrt(65/5)

f = var('f')

a = solve(2*pi*f == omega, f) /// [ f == 1/2*sqrt(13)/pi ] }}}

{{{id=4|

///


/!\ Edit conflict - other version:


D=var('D')
w=solve(64*D**2+16*D+1==0,D)
print w

---- /!\ '''Edit conflict - your version:''' ----

{{{
D=var('D')
w=solve(64*D**2+16*D+1==0,D)
print w

---- /!\ '''End of edit conflict''' ----

  • Solution by: ,Aurangabad

    • sawankumar khillare,teaching,MGMs JNEC
    • ganesh, developer, space
    • bhanukiran, student, technical university of Delft
    • saransh, student, sobhit university

SageDays/Kreyszig-2.5-7 (last edited 2010-08-11 12:45:38 by SawankumarKhillare)