If two networks have same graph with different type of elements between corresponding nodes, then?

Question

TuteeHUB · Accepted Answer

$\Sigma^{b}_{k=1}$V1ki2k ≠ 0, $\Sigma^{b}_{k=1}$V2ki1k = 0

TuteeHUB · Answer

$\Sigma^{b}_{k=1}$V1ki2k = 0, $\Sigma^{b}_{k=1}$V2ki1k = 0

TuteeHUB · Answer

$\Sigma^{b}_{k=1}$V1ki2k ≠ 0, $\Sigma^{b}_{k=1}$V2ki1k = 0

TuteeHUB · Answer

$\Sigma^{b}_{k=1}$V1ki2k = 0, $\Sigma^{b}_{k=1}$V2ki1k ≠ 0

TuteeHUB · Answer

$\Sigma_{k=1}^{b}$V1ki2k ≠ 0, $\Sigma^{b}_{k=1}$V2ki1k ≠ 0

1.	If two networks have same graph with different type of elements between corresponding nodes, then?
A.	\(\Sigma^{b}_{k=1}\)V1ki2k = 0, \(\Sigma^{b}_{k=1}\)V2ki1k = 0
B.	\(\Sigma^{b}_{k=1}\)V1ki2k ≠ 0, \(\Sigma^{b}_{k=1}\)V2ki1k = 0
C.	\(\Sigma^{b}_{k=1}\)V1ki2k = 0, \(\Sigma^{b}_{k=1}\)V2ki1k ≠ 0
D.	\(\Sigma_{k=1}^{b}\)V1ki2k ≠ 0, \(\Sigma^{b}_{k=1}\)V2ki1k ≠ 0
Answer» B. \(\Sigma^{b}_{k=1}\)V1ki2k ≠ 0, \(\Sigma^{b}_{k=1}\)V2ki1k = 0

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