The bar is 8 tokens high and 9 tokens . how many times do you have to break the nar so that it is. Seperated into individual bars
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The tokens are stacked
8 tokens high
9 tokens horizontally
The height will have 7 connections to be broken
Horizontally, there will be 8 connections to be broken
Note:
If you have n tokens, the connections between them = n - 1
The number of times he has to break them into individual token = 7 x 8
= 56
8 tokens high
9 tokens horizontally
The height will have 7 connections to be broken
Horizontally, there will be 8 connections to be broken
Note:
If you have n tokens, the connections between them = n - 1
The number of times he has to break them into individual token = 7 x 8
= 56
Answered by
0
Answer:
Step-by-step explanation:
The tokens are stacked
8 tokens high
9 tokens horizontally
The height will have 7 connections to be broken
Horizontally, there will be 8 connections to be broken
Note:
If you have n tokens, the connections between them = n - 1
The number of times he has to break them into individual token = 7 x 8
= 56
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