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David deposits money into three accounts: Account A, Account B, and Account C. Two of the deposits are equal, while the third deposit is a different amount.
Is the deposit in Account B larger than the deposit in Account C?

(1) The deposit in Account A is greater than the deposit in Account B.
Case 1: Deposits in Account A & Account C are equal
The deposit in Account B is NOT larger than the deposit in Account C
Case 2: Deposits in Account B & Account C are equal
The deposit in Account B is NOT larger than the deposit in Account C
Combining above 2 cases
The deposit in Account B is NOT larger than the deposit in Account C
SUFFICIENT

(2) The deposit in Account A is greater than the deposit in Account C.
Case 1: Deposits in Account A & Account B are equal
The deposit in Account B is larger than the deposit in Account C
Case 2: Deposits in Account B & Account C are equal
The deposit in Account B is NOT larger than the deposit in Account C
NOT SUFFICIENT

IMO A
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Given conditions:
  1. Two of the deposits are equal, and the third is different.
  2. We need to evaluate if B>CB > CB>C.
[hr]
Statement (1):
"The deposit in Account A is greater than the deposit in Account B."
This implies A>BA > BA>B.
  • Since two of the deposits are equal, there are two possibilities:
    1. B=CB = CB=C, so BBB is not larger than CCC (they are equal).
    2. A=CA = CA=C, so C>BC > BC>B, and BBB is not larger than CCC.
In either case, B>CB > CB>C is false.
Statement (1) alone is sufficient.
[hr]
Statement (2):
"The deposit in Account A is greater than the deposit in Account C."
This implies A>CA > CA>C.
  • Since two of the deposits are equal, there are two possibilities:
    1. A=BA = BA=B, so B>CB > CB>C.
    2. B=CB = CB=C, so BBB is not larger than CCC (they are equal).
We cannot definitively determine whether B>CB > CB>C from this statement.
Statement (2) alone is insufficient.
[hr]
Combining Statements (1) and (2):
From (1), A>BA > BA>B.
From (2), A>CA > CA>C.
Since two of the deposits are equal, the only consistent scenario is B=CB = CB=C, making B>CB > CB>C false.
The combined statements are sufficient.
[hr]
Answer: (A)
Statement (1) alone is sufficient

Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

David deposits money into three accounts: Account A, Account B, and Account C. Two of the deposits are equal, while the third deposit is a different amount. Is the deposit in Account B larger than the deposit in Account C?

(1) The deposit in Account A is greater than the deposit in Account B.
(2) The deposit in Account A is greater than the deposit in Account C.

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 

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Total 3 cases are feasible,

ABC
EqualEqualDifferent
EqualDifferentEqual
DifferentEqualEqual

Question to be answered - Is B > C ? (have to confidently answer either Yes or No)

Statement 1 : A > B

From the table, only case 2 and case 3 are feasible. Taking random values for A and B, let's say 10 and 5, we get (A, B, C) = (10, 5, 10) or (10, 5, 5). In both these cases, we can confidently say that C >= B, hence answer to our question B > C is No. So this statement is sufficient.

Statement 2 : A > C

In this scenario, only case 1 and case 3 are feasible. Taking random values for A and C, let's say 10 and 5, we get (A, B, C) = (10, 10, 5) or (10, 5, 5). Here, B can or cannot be greater than C, so we cannot confidently say Yes or No, hence this statement is not sufficient.

Answer: A
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

David deposits money into three accounts: Account A, Account B, and Account C. Two of the deposits are equal, while the third deposit is a different amount. Is the deposit in Account B larger than the deposit in Account C?

(1) The deposit in Account A is greater than the deposit in Account B.
(2) The deposit in Account A is greater than the deposit in Account C.

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 

B > C Y/N?
Given that two of the deposits are equal, while the third deposit is a different amount

(1) A > B
2 possibilities:
. A = C --> C > B --> No
. B = C --> No
--> Suff.
(2) A > C
. A = B --> B > C --> Yes
. C = B --> No
--> Insuff.
Correct answer = A
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Let A, B, and C represent the deposits in Account A, Account B, and Account C respectively. We are given that two deposits are equal and one is different. We want to know if B > C.

(1) A > B. This tells us that A cannot be equal to B. Since two deposits must be equal, either B=C, or A=C.

* If B=C, then A > B=C. In this case, B is not greater than C (B=C).
* If A=C, then A=C > B. In this case, B is not greater than C (B<C).

In either scenario, B is not greater than C. So (1) is SUFFICIENT.


(2) A > C. This tells us that A cannot be equal to C. Since two deposits must be equal, either A=B, or B=C.

* If A=B, then A=B > C. In this case, B > C.
* If B=C, then A > B=C. In this case, B is not greater than C (B=C).

Since we have two different outcomes (B>C and B=C), Statement (2) is INSUFFICIENT.

Therefore, the answer is A.
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

David deposits money into three accounts: Account A, Account B, and Account C. Two of the deposits are equal, while the third deposit is a different amount. Is the deposit in Account B larger than the deposit in Account C?

(1) The deposit in Account A is greater than the deposit in Account B.
(2) The deposit in Account A is greater than the deposit in Account C.

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 


1)

A > B

a) A = C

Hence, C > B

Ques asked: B > C , the answer is No

b) B = C

Ques asked: B > C , the answer is No

Sufficient

2) A > C

a) B = C

Ques asked: B > C , the answer is No

a) A = B

Ques asked: B > C , the answer is Yes

Not Sufficient

Option A
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Just to reiterate, the question is: \(B > C\)?

[1] We learn that \(A>B\)
Then, there are two possible scenarios:
  • \(A=C, C>B\)
  • \(B=C, A>C\)
As we see from above, we get the options of \(B<=C\), which is actually sufficient to answer the original question (and the answer would be 'No' :))

[2] We learn that \(A>C\)
Then, there are two possible scenarios:
  • \(A=B, B>C\)
  • \(B=C, A>B\)
In this case, it's insufficient, because we arrive at either \(B>C\) or at \(B=C.\)

Therefore, the answer is A.
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

David deposits money into three accounts: Account A, Account B, and Account C. Two of the deposits are equal, while the third deposit is a different amount. Is the deposit in Account B larger than the deposit in Account C?

(1) The deposit in Account A is greater than the deposit in Account B.
(2) The deposit in Account A is greater than the deposit in Account C.

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 

I think Answer is A.

There are 3 deposits made in each acount A, B and C. Two of them are equal and third is different.
Means A = B not equal C
or B = C not equal to A
or A = C not equal to B.

These will be possible scenarios. Now lets check statements.

(1) The deposit in Account A is greater than the deposit in Account B.
Means A>B but what about C? is C=A or C=B?
If C=A> B means C is greater than B then answer of "Is the deposit in Account B larger than the deposit in Account C? = No."
if A>B=C means B is equal to C answer of " Is the deposit in Account B larger than the deposit in Account C? = No."
For both conditions we are getting same answer and that is No. So sufficient. Now lets check for 2nd.

(2) The deposit in Account A is greater than the deposit in Account C.
Means A>C and here as well 2 conditions for B either A=B or C=B
If B=A>C means C is less than B then answer of "Is the deposit in Account B larger than the deposit in Account C? = Yes."
If A>C=B means C is now equal to B then answer of " Is the deposit in Account B larger than the deposit in Account C? = No."
No fix answer so not sufficient.
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Statement 1: The deposit in Account A is greater than the deposit in Account B.
Analysis: From statement 1, we have \(a > b\). Since two deposits are equal and the third is different, the possibilities are:
- \(a > b < a\) - Not possible as two are equal and third is different.
- \(a > b = c\) - Possible, and implies \(b = c\), so \(b\) is not larger than \(c\).
Thus, statement 1 sufficiently answers the question.

Statement 2: The deposit in Account A is greater than the deposit in Account C.
Analysis: From statement 2, we have \(a > c\). The possible scenarios include:
- \(a = b > c\) - In this case, \(b\) is larger than \(c\).
- \(a > b = c\) - In this case, \(b\) is not larger than \(c\).
Since the outcomes differ, statement 2 does not sufficiently answer the question on its own.

Conclusion: Statement 1 alone is sufficient to answer the question, while statement 2 alone is not. The correct answer is (A), meaning only statement 1 is needed.
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i got jebaited into C...cool quesiton thank you for posting
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