This is a difficult one.....Pls provide explanation
DS - Inequality
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- karthikpandian19
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Karthik
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Karthik
The source of the questions that i post from JUNE 2013 is from KNEWTON
---If you find my post useful, click "Thank" ---
---Never stop until cracking GMAT---
- eagleeye
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Hi karthikpandian19:
I explained the other one you posted using the concept. That should make it easy to do this one.
I am going to try to do this one while typing. Let's see how it goes.
We have |a-2|
First we have
1) a<2 which means a-2<0; then |a-2| = - (a-2) = 2-a ; clearly not sufficient.
2) a+ b^2 = c^3 + 2
=> b^2 - c^3 = 2 - a ; again not sufficient since we don't know whether |a-2| is positive or negative.
Let's try together, from the first one we know that |a-2| = 2-a; clearly that tells us whether this is true (it is). Hence the answer is C .
Again the concept i have used is that if x<0 ; |x| = -x.
Let me know if this helps
I explained the other one you posted using the concept. That should make it easy to do this one.
I am going to try to do this one while typing. Let's see how it goes.
We have |a-2|
First we have
1) a<2 which means a-2<0; then |a-2| = - (a-2) = 2-a ; clearly not sufficient.
2) a+ b^2 = c^3 + 2
=> b^2 - c^3 = 2 - a ; again not sufficient since we don't know whether |a-2| is positive or negative.
Let's try together, from the first one we know that |a-2| = 2-a; clearly that tells us whether this is true (it is). Hence the answer is C .
Again the concept i have used is that if x<0 ; |x| = -x.
Let me know if this helps