solve 5.3 (using k(pi-k)/2) and setting k =pi/2 or by your own methods if you have easier ones 5.3. By setting k = , or otherwise, show that 1 (18) (2m +1)2 m=0 where n 2m + 1, i.e. expression (18)...

solve 5.3 (using k(pi-k)/2) and setting k =pi/2 or by your own methods if you have easier ones

5.3. By setting k = , or otherwise, show that<br>1<br>(18)<br>(2m +1)2<br>m=0<br>where n 2m + 1, i.e. expression (18) corresponds to a sum of n2 only over odd n.<br>

Extracted text: 5.3. By setting k = , or otherwise, show that 1 (18) (2m +1)2 m=0 where n 2m + 1, i.e. expression (18) corresponds to a sum of n2 only over odd n.

Jun 04, 2022

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solve 5.3 (using k(pi-k)/2) and setting k =pi/2 or by your own methods if you have easier ones 5.3. By setting k = , or otherwise, show that 1 (18) (2m +1)2 m=0 where n 2m + 1, i.e. expression (18)...

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