Thank you for using the timer - this advanced tool can estimate your performance and suggest more practice questions. We have subscribed you to Daily Prep Questions via email.

Customized for You

we will pick new questions that match your level based on your Timer History

Track Your Progress

every week, we’ll send you an estimated GMAT score based on your performance

Practice Pays

we will pick new questions that match your level based on your Timer History

Not interested in getting valuable practice questions and articles delivered to your email? No problem, unsubscribe here.

Thank you for using the timer!
We noticed you are actually not timing your practice. Click the START button first next time you use the timer.
There are many benefits to timing your practice, including:

To be eligible for retirement benefits at the Omega [#permalink]
15 Oct 2007, 22:30

2

This post received KUDOS

2

This post was BOOKMARKED

00:00

A

B

C

D

E

Difficulty:

45% (medium)

Question Stats:

38% (02:19) correct
62% (01:22) wrong based on 106 sessions

To be eligible for retirement benefits at the Omega Corporation, the sum of an employee's age, in years, and the number of years employment must be at least 70. If x, where x <70, is a certain employee's age when hired and y is the minimum number of years of employment required for the employee to be eligible for retirement benefits, which of the following equations represents the relationship between x and y?

A. xy = 70 B. x + y = 70 C. 2x + y = 70 D. x + 2y = 70 E. 2x + 2y = 70

in task they are talking about present age, but x is defined as age when hired. You have to add y to x to receive the present age and once more to add y to receive 70.
So that's D.

Re: To be eligible for retirement benefits at the Omega [#permalink]
23 Jan 2012, 12:34

1

This post received KUDOS

Employee's age + years of employment = 70 At the joining his age was y years and he did job y years. So, the employee's current age = y+y = 2y (employee's age when hired + years of employment) + years of employment = 70 (x + y ) + y =70 x + 2y =70

Re: To be eligible for retirement benefits at the Omega [#permalink]
23 Jan 2012, 14:05

What is the OA? I think its B. I tried plugging in #'s real quickly to see if it could be the other eqns but did not get it. I tried to keep my time below 2 mins

Re: To be eligible for retirement benefits at the Omega [#permalink]
23 Jan 2012, 17:04

2

This post received KUDOS

Expert's post

AzWildcat1 wrote:

What is the OA? I think its B. I tried plugging in #'s real quickly to see if it could be the other eqns but did not get it. I tried to keep my time below 2 mins

OA is D.

To be eligible for retirement benefits at the Omega Corporation, the sum of an employee's age, in years, and the number of years employment must be at least 70. If x, where x <70, is a certain employee's age when hired and y is the minimum number of years of employment required for the employee to be eligible for retirement benefits, which of the following equations represents the relationship between x and y? A. xy = 70 B. x + y = 70 C. 2x + y = 70 D. x + 2y = 70 E. 2x + 2y = 70

To be eligible for benefits {age}+{employment years} must be at least 70;

We are told that when a certain employee was hired he was x years old and that the he needed minimum y years to be eligible for benefits.

Now, after y years of employment, when the employee will be be eligible for benefits, the employee will be x+y years old and will have y years of employment, thus {age after y years}+{employment years}=(x+y)+y=x+2y=70.

Re: To be eligible for retirement benefits at the Omega [#permalink]
14 Oct 2013, 09:33

Bunuel wrote:

AzWildcat1 wrote:

What is the OA? I think its B. I tried plugging in #'s real quickly to see if it could be the other eqns but did not get it. I tried to keep my time below 2 mins

OA is D.

To be eligible for retirement benefits at the Omega Corporation, the sum of an employee's age, in years, and the number of years employment must be at least 70. If x, where x <70, is a certain employee's age when hired and y is the minimum number of years of employment required for the employee to be eligible for retirement benefits, which of the following equations represents the relationship between x and y? A. xy = 70 B. x + y = 70 C. 2x + y = 70 D. x + 2y = 70 E. 2x + 2y = 70

To be eligible for benefits {age}+{employment years} must be at least 70;

We are told that when a certain employee was hired he was x years old and that the he needed minimum y years to be eligible for benefits.

Now, after y years of employment, when the employee will be be eligible for benefits, the employee will be x+y years old and will have y years of employment, thus {age after y years}+{employment years}=(x+y)+y=x+2y=70.

Answer: D.

Hi Bunuel.. I couldn't understand that after having y years of experience how is the person left with y employment years only..If we take numerical values how can both the 'y' be same? Guess i din't understand the question well..Can you please explain it a bit more

Re: To be eligible for retirement benefits at the Omega [#permalink]
17 Oct 2013, 02:42

Expert's post

akankshasoneja wrote:

Bunuel wrote:

AzWildcat1 wrote:

What is the OA? I think its B. I tried plugging in #'s real quickly to see if it could be the other eqns but did not get it. I tried to keep my time below 2 mins

OA is D.

To be eligible for retirement benefits at the Omega Corporation, the sum of an employee's age, in years, and the number of years employment must be at least 70. If x, where x <70, is a certain employee's age when hired and y is the minimum number of years of employment required for the employee to be eligible for retirement benefits, which of the following equations represents the relationship between x and y? A. xy = 70 B. x + y = 70 C. 2x + y = 70 D. x + 2y = 70 E. 2x + 2y = 70

To be eligible for benefits {age}+{employment years} must be at least 70;

We are told that when a certain employee was hired he was x years old and that the he needed minimum y years to be eligible for benefits.

Now, after y years of employment, when the employee will be be eligible for benefits, the employee will be x+y years old and will have y years of employment, thus {age after y years}+{employment years}=(x+y)+y=x+2y=70.

Answer: D.

Hi Bunuel.. I couldn't understand that after having y years of experience how is the person left with y employment years only..If we take numerical values how can both the 'y' be same? Guess i din't understand the question well..Can you please explain it a bit more

Let me ask you a question: if a person was hired y years ago, how many years of employment does he have NOW?