Perform a mathematical calculation
Employer
[no-member:pro]Irina[/no-member:pro]
Project parameters
Type of cooperationOne-time project
SectionEducation and consulting
Prepaymentwithout prepayment
Payment methodsBank transfer
Acceptance of requestsfrom Apr 23, 2023 until Apr 28, 2023
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?
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?
