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pairakesh10
Is m > 5 ?

1. (m-10)(m-5) > 0
2. m > 0


Sol

St 1:(m-10)(m-5) > 0
We have 2 cases

Case 1 m>10 and m>5 ----> m>10 then the expression is true or greater than 0

Case 2 m<10 and m<5 or m<5..the expression will be true...Depending upon what you number you choose m may be greater or less than 5..
Consider m =11, we have case 1
Consider m=4, we have case 2

Consider m=-3, we have case 2..

St 1 not sufficient. A and D ruled out

St 2 m>0...Does not help much

Combining we have 2 cases where m>0 (in red) where m >5 and m<5

Ans E

Sorry! The Solution didnt make sense to me at all, I am probably missing something ... Bunuel ... Help Please!
PS: I did search if this question has been discussed anywhere else on GMAT Club, may be a separate thread, but I couldn't find anything!
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pairakesh10
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pairakesh10
Is m > 5 ?

1. (m-10)(m-5) > 0
2. m > 0


Sol

St 1:(m-10)(m-5) > 0
We have 2 cases

Case 1 m>10 and m>5 ----> m>10 then the expression is true or greater than 0

Case 2 m<10 and m<5 or m<5..the expression will be true...Depending upon what you number you choose m may be greater or less than 5..
Consider m =11, we have case 1
Consider m=4, we have case 2

Consider m=-3, we have case 2..

St 1 not sufficient. A and D ruled out

St 2 m>0...Does not help much

Combining we have 2 cases where m>0 (in red) where m >5 and m<5

Ans E

Can you explain how you arrived at case 2?

Note that product of 2 nos is + when both the numbers have the same sign

Consider the above (m-10)*(m-5)>0

So we will have m<10 and m < 5 or m <5
and m>10 and m>5...or m>10

Now take any nos in the range...

Basically, m =10 and m=5 are the roots of the equation at which (m-10)*(m-5)=0..
Now the product will be >0 for these numbers to the left smaller root (5) and to right of larger root (10)
The product will be <0 for these roots between 5<m<10..
More in general... on this topic can be found here..
if-x-is-an-integer-what-is-the-value-of-x-1-x-2-4x-94661.html#p731476
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WoundedTiger
pairakesh10
Is m > 5 ?

1. (m-10)(m-5) > 0
2. m > 0


Sol

St 1:(m-10)(m-5) > 0
We have 2 cases

Case 1 m>10 and m>5 ----> m>10 then the expression is true or greater than 0

Case 2 m<10 and m<5 or m<5..the expression will be true...Depending upon what you number you choose m may be greater or less than 5..
Consider m =11, we have case 1
Consider m=4, we have case 2

Consider m=-3, we have case 2..

St 1 not sufficient. A and D ruled out

St 2 m>0...Does not help much

Combining we have 2 cases where m>0 (in red) where m >5 and m<5

Ans E

Sorry! The Solution didnt make sense to me at all, I am probably missing something ... Bunuel ... Help Please!
PS: I did search if this question has been discussed anywhere else on GMAT Club, may be a separate thread, but I couldn't find anything!

Does this make sense : is-m-187633.html#p1435331
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Is m>5? Y/N

S1.
Case 1. m>10 AND m>5, so m>10 -Yes
Case 2 m<10 AND m<5, so m<5 - No-----> INSUFF

S2 m>0 means Yes and No--->INSUFF

S1+S2. Just know that m is positive----->INSUFF

E

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