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15 Dec 2025, 10:47
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(1) Clearly insufficient. It says of those whose price is increased, brands with at least $2 per pound si 25%. We need the percentage of the brands whose price has increased.
(2) Clearly insufficient. We don't know about those brands that increased their price by less than $2 per pound, if there are any.
Taking (1) + (2)
We see 25% of the brands whose price is increased by at least $2 = 15% of the total brands.
This gives us the required value.
Option C.
(2) Clearly insufficient. We don't know about those brands that increased their price by less than $2 per pound, if there are any.
Taking (1) + (2)
We see 25% of the brands whose price is increased by at least $2 = 15% of the total brands.
This gives us the required value.
Option C.
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15 Dec 2025, 10:52
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Let's assume the total brands which increased price by at least 2$ be I and the total no. of brands be T.
To find-\(\frac{I}{T=?}\)
Option A says-
25% of I increased the price by atleast 2$
=> 0.25I ---- Eq.1, but no info about the T.
Thus, It is insufficient.
Option B says-
15% of T increased the price by at least 2$
=> 0.15T ---- Eq.2, but no info about the I
Thus, it is also insufficient.
Now, Option A&B- Through Eq.1 &Eq.2 taking together, we get
=>0.25I=0.15T
=> \(\frac{I}{T=0.15/0.25}\)
=>\(\frac{I}{T=0.60}\), Sufficient
Therefore, Option C is the correct answer.
To find-\(\frac{I}{T=?}\)
Option A says-
25% of I increased the price by atleast 2$
=> 0.25I ---- Eq.1, but no info about the T.
Thus, It is insufficient.
Option B says-
15% of T increased the price by at least 2$
=> 0.15T ---- Eq.2, but no info about the I
Thus, it is also insufficient.
Now, Option A&B- Through Eq.1 &Eq.2 taking together, we get
=>0.25I=0.15T
=> \(\frac{I}{T=0.15/0.25}\)
=>\(\frac{I}{T=0.60}\), Sufficient
Therefore, Option C is the correct answer.
Bunuel
15 Dec 2025, 10:52
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Bunuel
Let x%= percentage of brands that increased their wholesale price this year.
Statement 1:
This tells us Percentage that increased by atleast $2 = 0.25x
But we don't know the actual value of that percentage.
Not sufficient
Statement 2:
This tells us percentage that increased by atleast $2 = 15%.
But we don't know what fraction of all increases this represents.
Not sufficient
Both statements togethor-
From 1 and 2,
0.25x = 15
x = 60
So, 60% of the brands increased their wholesale price.
Thus, answer is C.
