The average of three numbers is XYZ. If the sum of two numbers is X+Y, what is the other number?
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Step-by-step explanation:
Given :-
The average of three numbers is XYZ. and the sum of two numbers is X+Y.
To find :-
What is the other number ?
Solution :-
Given that :
The average of three numbers = XYZ
We know that
Average = Sum of all observations/Number of all observations
=> XYZ = Sum of the three numbers / 3
=> Sum of the three numbers = 3 XYZ
Given that
Sum of the two numbers = X+Y
Now,
The other number = Sum of the three numbers - Sum of the two numbers
=> 3XYZ - (X+Y)
=> 3XYZ - X - Y
Answer:-
The other number is 3XYZ-(X+Y) (or) 3XYZ-X-Y
Used formulae :-
Average = Sum of all observations/Number of all observations
- Average is also known as Mean , Arithmetic Mean .
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