GMAT Problem Solving Discussions

Use Math or Logic. For example, let's evaluate both (A) and (D).

(A) With the new postage rates, a typical issue under the proposed plan would cost about one, third more to mail than a typical current issue would. - Let's assume the postage currently is $3. So, for one issue with the new postage, it will be $3+1/3rd of $3=$4. So, if they send out 12 issues (without change in subscription amount), the postage would be about $48. Instead, they plan to send out only 6 issues, that would amount to $24 which is lesser than what they are spending right now (12*$3=$36). So, this is actually a saving + profit situation for them. So, it cannot be A.

(D) Most of the advertisers that purchase advertising space in the magazine will continue to spend the same amount on advertising per issue as they have in the past. - Do you see the key here? It's per issue. Now, if the number of issues are reduced from 12 to 6. They can generate only half the amount from advertising. Hence, they will incur a loss.

Hope that helps.


:oops: gr8 logic.. :oops:

but y is this thread so dormant?? puys plz keep this thread alive..

Please suggest some good material for Problem Solving

gmatismydestiny Says
Please suggest some good material for Problem Solving


u r in wrong thread dude.. πŸ˜ƒ but still, solve questions 4m CAT official quant threads.. gmat maths will then look lot easier πŸ˜‰ kaplan maths is good.. look into OG11 or OG12 math questions as well.. this is juz my opinion.. wait 4 gurus' views..

now 1 DS question.

if a
1. -b 2. -1


one more..

is 2x a multiple of y?

1. 2x+2 is a multiple of y
2. y is a multiple of x

answer is e

answer is c

u r in wrong thread dude.. πŸ˜ƒ but still, solve questions 4m CAT official quant threads.. gmat maths will then look lot easier πŸ˜‰ kaplan maths is good.. look into OG11 or OG12 math questions as well.. this is juz my opinion.. wait 4 gurus' views..

now 1 DS question.

if a
1. -b 2. -1


one more..

is 2x a multiple of y?

1. 2x+2 is a multiple of y
2. y is a multiple of x


for the first one can be answered by either of the two alone

for the second one can be answered by statement 2 alone

wats the OA?
for the first one can be answered by either of the two alone

for the second one can be answered by statement 2 alone

wats the OA?


well fren.. both ur answers are wrong.. will post OA in a while.. let others try them first..

but will u mind posting ur approach 2 these questions? we can learn 4m each other mistakes..

Please post the DS questions in the apporpriate thread. This is a thread for problem solving.

Anyways, my answers are given below. Whats the OA?

Q1. Ans B
Statement1: -b Multiply each side by (-1) gives: b>a..now b can be any number > -1. Hence insufficient.
Statement2: -1 let a = -2; 0let a = -3; 0 let a = -3/2; 0therefore we are getting something of the form 0 Hence sufficient.

Q2. Ans E.
Statement1: 2x+2 is a multiple of y
For x=1, y=2: 2x is a multiple of y
For x=5, y=3: 2x is not a multiple of y.
Hence not sufficient.
Statement2: y is a multiple of x. Let y = ax.
therefore for (2x = by) to be true, b has to be = 2/a. This is true only when a=1 or a=2. (note both a and b are integers).
Try putting some numbers.
For x = 1 and y = 2: y is a multiple of x and 2x is also a multiple of y.
For x = 1 and y = 4: y is a multiple of x but 2x is NOT a multiple of y.
Hence not sufficient.
Combining the both statments:
For x = 1 and y = 2:
2x+2 is a multiple of y; y is a multiple of x; 2x is a multiple of y.
For x = 1 and y = 4:
2x+2 is a multiple of y; y is a multiple of x but 2x is NOT a multiple of y.
Hence not sufficient.

u r in wrong thread dude.. πŸ˜ƒ but still, solve questions 4m CAT official quant threads.. gmat maths will then look lot easier πŸ˜‰ kaplan maths is good.. look into OG11 or OG12 math questions as well.. this is juz my opinion.. wait 4 gurus' views..

now 1 DS question.

if a
1. -b 2. -1


one more..

is 2x a multiple of y?

1. 2x+2 is a multiple of y
2. y is a multiple of x

Hey guys could anyone help by explaining how a "neither" probability is calculated in the case of multiple events.

There are 28 players - 14 play soccer, 8 tennis and 6 softball. Two players are chosen at random.
Probability that neither play tennis.

Hey guys could anyone help by explaining how a "neither" probability is calculated in the case of multiple events.

There are 28 players - 14 play soccer, 8 tennis and 6 softball. Two players are chosen at random.
Probability that neither play tennis.


to put it another way... probabilty that each of of them play either soccer or softball

total no of ways in which 2 players can be chosen 28C2 = 378
no of ways 2 players can be chosen who play either soccer or softball 20C2 = 210

probability = 210/378 = 5/9
to put it another way... probabilty that each of of them play either soccer or softball

total no of ways in which 2 players can be chosen 28C2 = 378
no of ways 2 players can be chosen who play either soccer or softball 20C2 = 210

probability = 210/378 = 5/9


Hey puys/purus!

Is this a case of independent events?

How about this solution:
P * P = 20/28 * 19/27
= 95/189 ?

BTW OA is 95/196.

Does anyone have a clue how could that be? There is no OE 😞

If d > 0 and ,0I. c > 0
II. c/d III. c^2 +d^2 >1



(A) I only
(B) II only
(C) I and II only
(D) II and III only
(E) I, II, and III

My answer is E, but the answer is given C..Can some one explain ?

If d > 0 and ,0I. c > 0
II. c/d III. c^2 +d^2 >1



(A) I only
(B) II only
(C) I and II only
(D) II and III only
(E) I, II, and III

My answer is E, but the answer is given C..Can some one explain ?


Neel
for the case 0 0 and c/dgiven d>0,makes c also a positive number,hence I stat is necessary.

Coming to the third statement,consider fraction i.e d=1/2,and c=1/3(this satisfies both I and II.but in III,it does not seem correct,thereby making it NOT necessary.

Hope this explains
If d > 0 and ,0I. c > 0
II. c/d III. c^2 +d^2 >1



(A) I only
(B) II only
(C) I and II only
(D) II and III only
(E) I, II, and III

My answer is E, but the answer is given C..Can some one explain ?

I. c > 0
II. c/d For this I hope there no issue. Just after simplifying the eq we can get the consclusion.

For
III. c^2 +d^2 >1 This can't be true all the time. Since from above eq we get c,d>0 but not necessarily integer. Just substitute any value where c+d
HTH!

Hi Friends ....

Can any one of you help me to solve the below problem -

If two sides of a triangle have lengths 2 and 5, which of the following could be the perimeter of the triangle?
I. 9
II. 15
III. 19

Options are -
a. None
b. I only
c. II only
d. II and III only
e. I, II and III

---------------------------------------------------

My answer was "I only" but which was not correct, could you please shed some light ??

Hi Friends ....

Can any one of you help me to solve the below problem -

If two sides of a triangle have lengths 2 and 5, which of the following could be the perimeter of the triangle?
I. 9
II. 15
III. 19

Options are -
a. None
b. I only
c. II only
d. II and III only
e. I, II and III

---------------------------------------------------

My answer was "I only" but which was not correct, could you please shed some light ??


The answer has to be (a) - None.

Reason -
Say first two sides are a and b ( in this case 2 and 5) then the third side c is always
(a+b) > c > a - b
Hi Friends ....

Can any one of you help me to solve the below problem -

If two sides of a triangle have lengths 2 and 5, which of the following could be the perimeter of the triangle?
I. 9
II. 15
III. 19

Options are -
a. None
b. I only
c. II only
d. II and III only
e. I, II and III

---------------------------------------------------

My answer was "I only" but which was not correct, could you please shed some light ??


a)None is the answer...

if the perimeter is

I. 9 then the sides of the traingles are 2,5,2 which is not possible as it violates the rule, sum of two sides should be always greater than the third side...2+2
II. 15 then the sides of the traingles are 2,5,8 which is not possible as it violates the rule, sum of two sides should be always greater than the third side... 2+5
III. 19 then the sides of the traingles are 2,5,12 which is not possible as it violates the rule, sum of two sides should be always greater than the third side...2+5
answer is none !!

Hello friends,

I have joined PG recently and am looking to give GMAT. i too would like to join this thread, kindly add me up for all the future posts.

regards
sandeep.

@nee! & sumitbn....

Thanks much for the explanation ....

Need help here... I wasn't able to understand the question correctly, later I saw the explanation and understood what the question meant.
I thought the question meant: The collection consists of various types of oil paintings, IMpressionist, Non Impressionist and maybe some other art. 15% of total was from Impressionist oil painting, 40% Non Impressionist Oil paintings, leaves 45% as rest of art non-oil paintings. and hence got confused while solving it.
Do you feel this question is worded ambigiously? What do you do if such ambiguity comes on GMAT? Or such ambigious ones don't come ? This is from a Knewton Test.

In a certain art museum, 15 percent of the collection consists of oil paintings from the Impressionist period. If 40 percent of the oil paintings in the museum's collection are notfrom the Impressionist period, what percent of the museum's collection consists of oil paintings?

  1. (A) 20%
  2. (B) 25%
    correct
  3. (C) 37.5%

  4. (D) 62.5%
  5. (E) 80%
Thanks