beth said that the ratio of the number of players in any sport to the number of players on a lacrosse team must always be a term
2 answers:
Answer:
Yes, i agree.
Step-by-step explanation:
Beth said that the ratio of the number of players in any sport to the number of players on a lacrosse team must always be a terminating decimal.
We need to check whether the statement of Beth is correct or not.
The ratio of the number of players in any sport to the number of players on a lacrosse team is
Number of player can not be a fraction or decimal value. So, above ratio can be defined in the form of a/b where a and b are positive integers and b≠0.
It means Above ratio is a rational number.
A rational number is a terminating decimal if denominator is 2 or 5 or multiple of 2 and 5. Otherwise it is an irrational number.
Let number of players on a lacrosse team be 10. So the ratio of the number of players in any sport to the number of players on a lacrosse team must always be a terminating decimal.
I agree with Beth.
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Answer:
Step-by-step explanation:
Equation
5y = 3y + 4
combine like terms 3y becomes negative when moved to the left side being that its positive on the right. 4 has no variable so it stands alone on the right side.
-3y + 5y = 4
After adding a low negative to a high positive number. Turns into 2y.
2y = 4
Divide 2 on both sides to remove the number from the variable on the left.
y =
2 is canceled on the left side which gives the solution for Y.
y = 2
By definition of conditional probability,
The inclusion-exclusion principle tells us
Then