A certain company currently has how many employees?
(1) If 3 additional employees are hired by the company and all of the present employees remain, there will be at least 20 employees in the company.
(2) If no additional employees are hired by the company and 3 of the present employees resign, there will be fewer than 15 employees in the company.
Vishu
My approach
let n be the number of employees
A)n+3 >= 20
n>=23
Insuff
B) n-3<15
n<18
I choose E !! but OA is C
Comments??
Vishu
Employees
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Statement I
n+3 >= 20
n >= 17
Statement II
n-3<15
n < 18
Combining I & II
17 =< n < 18
therefore, n = 17
Hence C.
You messed up the inequality sign for statement II otherwise everything was fine.
Hope this helps.
n+3 >= 20
n >= 17
Statement II
n-3<15
n < 18
Combining I & II
17 =< n < 18
therefore, n = 17
Hence C.
You messed up the inequality sign for statement II otherwise everything was fine.
Hope this helps.
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Yep, doing my calculus in a hurry is one of the things that hurts me most too...
So... n?
(1) n+3>=20
So n>=17 INSUFF
(2) n-3<15
So n<18 INSUFF
(1)+(2) 17=<n<18. SUFF (assuming employees are integer xD)
Answer C
So... n?
(1) n+3>=20
So n>=17 INSUFF
(2) n-3<15
So n<18 INSUFF
(1)+(2) 17=<n<18. SUFF (assuming employees are integer xD)
Answer C
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If anyone is watching this thread then the appropriate inferences from statementsvishubn wrote:A certain company currently has how many employees?
(1) If 3 additional employees are hired by the company and all of the present employees remain, there will be at least 20 employees in the company.
(2) If no additional employees are hired by the company and 3 of the present employees resign, there will be fewer than 15 employees in the company.
If Present employees = X
Statement 1) X+3>or= 20 i.e. X >or=20-3 i.e. X >or= 17NOT SUFFICIENT
Statement 1) X-3<15 i.e. X <15+3 i.e. X < 18 NOT SUFFICIENT
Combining the two statements
X >or=17 Also X < 18
i.e. X = 17
Answer: Option C
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