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Brent and Alexa are freelance authors. Between them, they have been
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25 Jul 2017, 21:39
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Re: Brent and Alexa are freelance authors. Between them, they have been
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26 Jul 2017, 04:11
Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Alexa = A times Brent = B times \(A+B = P\) \(B=An\) \(A+An = p\) \(2A=p+n\) \(A=(p+n)/2\) Option A
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Re: Brent and Alexa are freelance authors. Between them, they have been
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26 Jul 2017, 07:54
Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Solution • As per the given conditions
o \(A + B = p\) ……………..(i)
o \(A = n + B\)
o \(A – B = n\) ………..(ii) • Adding equation (i) and (ii), we get
o \(2A = p + n\)
o \(A = \frac{(p+n)}{2}\) • Thus, the correct answer is Option A. Thanks, Saquib Quant Expert eGMATRegister for our Free Session on Number Properties (held every 3rd week) to solve exciting 700+ Level Questions in a classroom environment under the realtime guidance of our Experts
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Re: Brent and Alexa are freelance authors. Between them, they have been
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26 Jul 2017, 09:13
Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Or just plug in values. Say they both have been published 10 times (p = 10) and Alexa has been published 10 times more i.e. Brent has been published 0 times. We need the option that gives 10 when p = n = 10 Only (A) does that.
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Re: Brent and Alexa are freelance authors. Between them, they have been
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09 Aug 2017, 12:35
Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Let A and B denote the number of times Alexa and Brent has been published, respectively. Since they have been published p times, A + B = p. Since the number of publications of Alexa is n more than Brent, A = B + n. Let’s write the second equality as B = A  n. Let’s substitute this expression for B in the first equation: A + (A  n) = p 2A = p + n A = (p + n)/2 Answer: A
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Brent and Alexa are freelance authors. Between them, they have been
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08 Oct 2017, 09:07
A+Bp times Bb times Case  1: Alexa having been published n times more than Brent has. Anb times (n times more than Brent!!!)
p = b + nb nb = pn  C Case  2: Alexa having been published n more times than Brent has. An+b times (n more times than Brent!!!)
p = b + n + b 2b = pn b = [(pn)/2]  A Bunuel, Vyshak, Engr2012, mikemcgarry, Abhishek009, VeritasPrepKarishma, Skywalker18, msk0657, abhimahnaI got this question wrong because i followed case1, am i missunderstanding something? Please clarify. Thanks



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Brent and Alexa are freelance authors. Between them, they have been
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08 Oct 2017, 09:24
Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 manishtank1988 wrote: A+Bp times Bb times Case  1: Alexa having been published n times more than Brent has. Anb times (n times more than Brent!!!)
p = b + nb nb = pn  C Case  2: Alexa having been published n more times than Brent has. An+b times (n more times than Brent!!!)
p = b + n + b 2b = pn b = [(pn)/2]  A Bunuel, Vyshak, Engr2012, mikemcgarry, Abhishek009, VeritasPrepKarishma, Skywalker18, msk0657, abhimahnaI got this question wrong because i followed case1, am i missunderstanding something? Please clarify. Thanks Hi manishtank1988 , Between them, they have been published p times, with Alexa having been published n times more than Brent has . A = b+n (since Alexa having been published n times more than Brent has  we add here ) If question was that Alexa was published n times the number of times Brent was published, then A = b*n is correct B = b 2b+n = p => b = (pn)/2 A = (pn)/2 +n = (p+n)/2 Answer A Hope this helps!!
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Re: Brent and Alexa are freelance authors. Between them, they have been
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08 Oct 2017, 09:33
Let A be the times Alexa has been published and let B be the times Brent has been published. They have been published p times i.e. A+B = p Now, Alexa has been published n times more than Brent. > A= B+n > B = A  n Substituting value of B in original equation. A+An = p > 2A = p+n > A=(p+n)/2 Answer A. Sent from my SMN9007 using GMAT Club Forum mobile app
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Re: Brent and Alexa are freelance authors. Between them, they have been
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08 Oct 2017, 10:11
Skywalker18 wrote: Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 manishtank1988 wrote: A+Bp times Bb times Case  1: Alexa having been published n times more than Brent has. Anb times (n times more than Brent!!!)
p = b + nb nb = pn  C Case  2: Alexa having been published n more times than Brent has. An+b times (n more times than Brent!!!)
p = b + n + b 2b = pn b = [(pn)/2]  A Bunuel, Vyshak, Engr2012, mikemcgarry, Abhishek009, VeritasPrepKarishma, Skywalker18, msk0657, abhimahnaI got this question wrong because i followed case1, am i missunderstanding something? Please clarify. Thanks Hi manishtank1988 , Between them, they have been published p times, with Alexa having been published n times more than Brent has . A = b+n (since Alexa having been published n times more than Brent has  we add here ) If question was that Alexa was published n times the number of times Brent was published, then A = b*n is correctB = b 2b+n = p => b = (pn)/2 A = (pn)/2 +n = (p+n)/2 Answer A Hope this helps!! Thanks Skywalker18 got it



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Re: Brent and Alexa are freelance authors. Between them, they have been
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15 Dec 2017, 14:35
EgmatQuantExpert wrote: Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Solution • As per the given conditions
o \(A + B = p\) ……………..(i)
o \(A = n + B\)
o \(A – B = n\) ………..(ii) • Adding equation (i) and (ii), we get
o \(2A = p + n\)
o \(A = \frac{(p+n)}{2}\) • Thus, the correct answer is Option A. Thanks, Saquib Quant Expert eGMAT I got this question wrong because I chose "pn/2." I substituted A (B+n) into B+A=p. I don't understand why we have to switch A=B+n to B=An....someone please clarify this for me. Thanks!



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Re: Brent and Alexa are freelance authors. Between them, they have been
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15 Dec 2017, 23:29
rnz wrote: EgmatQuantExpert wrote: Bunuel wrote: Brent and Alexa are freelance authors. Between them, they have been published p times, with Alexa having been published n times more than Brent has. Which of the following represents the number of times that Alexa has been published?
A. (p+n)/2 B. (p−n)/2 C. p−n
D. p−2n E. (p+2n)/2 Solution • As per the given conditions
o \(A + B = p\) ……………..(i)
o \(A = n + B\)
o \(A – B = n\) ………..(ii) • Adding equation (i) and (ii), we get
o \(2A = p + n\)
o \(A = \frac{(p+n)}{2}\) • Thus, the correct answer is Option A. Thanks, Saquib Quant Expert eGMAT I got this question wrong because I chose "pn/2." I substituted A (B+n) into B+A=p. I don't understand why we have to switch A=B+n to B=An....someone please clarify this for me. Thanks! If you substitute A = n + B into A + B = p, you get: (n + B) + B = p > 2B = p  n > B = (p  n)/2. Yes, but you are answering WRONG question. The question asks: Which of the following represents the number of times that Alexa has been published? You found the number of times that Brent has been published: B = (p  n)/2. Hope it's clear.
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