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Ирина
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Project title: Perform a mathematical calculation
Type of cooperation: One-time project
Section: Education and consulting
Prepayment: without prepayment
Payment methods: Bank transfer
Acceptance of requests: from 2023-04-23 until 2023-04-28
Type of cooperation: One-time project
Section: Education and consulting
Prepayment: without prepayment
Payment methods: Bank transfer
Acceptance of requests: from 2023-04-23 until 2023-04-28
Project description:
Offering extra earnings. The probability of the following variable process must be calculated:
A, B, C, M1, M2 and T.
There are three dice with numbers 1, 2 and 3 with the number of numbered faces A, B and C, respectively.
The bones are thrown arbitrarily, and in the event of a new combination, it is written in a table M1 long with numbered rows.
Having formed this table, they begin to form a second table of the same length, M2.
What is the probability that both tables will have T rows with the same row number for both tables and the same combination of dice numbers?
Simple option
There are three common dice with numbers 1, 2 and 3 and 6 faces each.
The dice are thrown arbitrarily, and in each case, when a new combination of numbers occurs, this new combination is written in a table with 216 rows of respectively length, with three columns 1, 2 and 3 and numbered rows.
After forming this table, they begin to form a second table in the same way.
What is the probability that both tables will have N rows with the same combination in columns and row number?
Offering extra earnings. The probability of the following variable process must be calculated:
A, B, C, M1, M2 and T.
There are three dice with numbers 1, 2 and 3 with the number of numbered faces A, B and C, respectively.
The bones are thrown arbitrarily, and in the event of a new combination, it is written in a table M1 long with numbered rows.
Having formed this table, they begin to form a second table of the same length, M2.
What is the probability that both tables will have T rows with the same row number for both tables and the same combination of dice numbers?
Simple option
There are three common dice with numbers 1, 2 and 3 and 6 faces each.
The dice are thrown arbitrarily, and in each case, when a new combination of numbers occurs, this new combination is written in a table with 216 rows of respectively length, with three columns 1, 2 and 3 and numbered rows.
After forming this table, they begin to form a second table in the same way.
What is the probability that both tables will have N rows with the same combination in columns and row number?
