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Was Lisa's salary at least twice as much as Julie's annual salary?
1) lisa's annual salary was $20,000 more than Julies annual salary
2) lisa's anual salary was less than $40,000

I think it's C:
L>=J is not an assumption, it's a question though.
1: L= J+20 (nothing could be drawn from here)
2: L<40 (nothing too)

L=J+20 and L<40 so J<20
J<20 and L= J+20 so 2J<L

OA is C

Guys, 2J<40, L also <40, how do you know 2J<L?
I think the OA wrong!
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Question: L >= 2J
(1). L = J + 20
J + 20 >= 2J
J > 20
But not sure about Lisa. Insufficient

(2) L < 40
From this statement alone we cannot identify what is J's salary. So insufficient

Combining (1) and (2)

L = J + 20; L < 40 and J > 20,
Comining this we can identify the solution; IMO C
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I am confused with this DS. Need clear help.
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I am confused with this DS. Need clear help.

Was Lisa's salary at least twice as much as Julie's annual salary?

Question: is \(L\geq{2J}\)?

(1) Lisa's annual salary was $20,000 more than Julies annual salary --> \(J=L-20\) --> question becomes: is \(L\geq{2(L-20)}\)? --> is \(L\leq{40}\)? We don't know that. Not sufficient.

Example:
L=50 and J=30 --> answer NO;
L=40 and J=20 --> answer YES.

(2) Lisa's anual salary was less than $40,000 --> \(L<40\), clearly insufficient as no info about J.

(1)+(2) From (1) question boiled down to: "is \(L\leq{40}\)" and (2) says that \(L<40\), so the asnwer is YES. Sufficient.

Answer: C.
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I believe, OA must be E here.

Because Case 1: Say J has salary of 19K dollars and adding 20K dollars to it will add up to 39K (Satisfying option2)
Case 2: Say J has salary 5K and adding 20K to it will add up to 25K but giving contradicting answers for the above question thus OA should be E!

Open for a debate if i am wrong :)
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