We can represent this problem as an OVERLAPPING SETS problem: red v. not red, wool v. not wool:
Of the 800 sweaters in a certain store, 150 are red. How many of the red sweaters at the store are made of pure wool?
We can also infer from the stem that 650 are not red:
1) 320 of the sweaters at the store are neither red nor made of pool wool.
We can infer that 330 are wool but not red:
... but we can't infer how many are red wool. Insufficient.
2) 100 of the red sweaters at the store are not made of pure wool.
From this, we can infer that 50 are both red and wool:
This answers our target question, so it's sufficient.
The answer is
B.
Ceilidh Erickson
EdM in Mind, Brain, and Education
Harvard Graduate School of Education