In a jewelry shop, there are nine jewelry sets lined up in a showcase. The jewelry sets are numbered from 01 to 09, from left to right. The first and fourth are different jewelry sets of gold. The sixth and eighth are different jewelry sets of silver.
- Analytical reasoning
Explanation
In a jewelry shop, there are nine jewelry sets lined up in a showcase. The jewelry sets are numbered from 01 to 09, from left to right.
The first and fourth are different jewelry sets of gold.
The sixth and eighth are different jewelry sets of silver.
The second, fifth, sixth, seventh and ninth jewelry sets are the only bead less jewelry sets.
The second, third, fifth, seventh and ninth jewelry sets contain no impurities.
How many jewelry set/s with impurities are next to at least one jewelry set of beadless jewelry set?
A. 1
B. 2
C. 3
D. 4
If someone randomly chose two beadless jewelry sets, which places could they be?
A. fourth and fifth
B. third and seventh
C. sixth and ninth
D. eighth and ninth
Which place contains a beadless jewelry set that has impurities?
A. first
B. third
C. fourth
D. sixth
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