Asked by Iah
Hi. The question is:
A, B, C, and D are nodes on a computer network. There are two paths between A and C, two between B and D, three between A and B and four between C and D. Along how many routes can a message from A to D be sent?
My thinking:
I came up with two ways a message can go from A to D.
A to C, C to D --> 2 + 4 --> 6 paths
A to B, B to D --> 3 + 2 --> 5 paths
Do I use the addition or multiplication principle for this problem?
Thanks!
A, B, C, and D are nodes on a computer network. There are two paths between A and C, two between B and D, three between A and B and four between C and D. Along how many routes can a message from A to D be sent?
My thinking:
I came up with two ways a message can go from A to D.
A to C, C to D --> 2 + 4 --> 6 paths
A to B, B to D --> 3 + 2 --> 5 paths
Do I use the addition or multiplication principle for this problem?
Thanks!
Answers
Answered by
Yashal Ali
A to C ,C to D ==> (2)x(4)ways=8 ways
A to B ,B to D = 3x2 =6 ways
Since both events are mutually exclusive then we using sum rule= 8 + 6 =14
A to B ,B to D = 3x2 =6 ways
Since both events are mutually exclusive then we using sum rule= 8 + 6 =14
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