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03 Sep 2014, 15:31
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03 Sep 2014, 18:30
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What is the Average (mean) of x, y, and z?
The average of x ,y, and z is (x + y + z)/3, so basically, to answer the question, we need to find the value of x + y + z.
1) X + Y = 5. Clearly insufficient.
2) Y + Z =7. Clearly insufficient.
(1)+(2) We have 2 distinct linear equations with 3 unknowns. We can neither solve for them nor get the value of x + y + z, without solving for individual unknowns. Not sufficient.
Answer: E.
The average of x ,y, and z is (x + y + z)/3, so basically, to answer the question, we need to find the value of x + y + z.
1) X + Y = 5. Clearly insufficient.
2) Y + Z =7. Clearly insufficient.
(1)+(2) We have 2 distinct linear equations with 3 unknowns. We can neither solve for them nor get the value of x + y + z, without solving for individual unknowns. Not sufficient.
Answer: E.
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21 Dec 2016, 17:15
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Nice Official Question
Here is my solution to this one =>
Mean = Sum/#
To get the mean we need the sum x+y+z
The answer is E
Reason =>
There unknown and 2 equations
Here is my solution to this one =>
Mean = Sum/#
To get the mean we need the sum x+y+z
The answer is E
Reason =>
There unknown and 2 equations
