In this question three statements are given and three conclusions are given. You have to decide which of the given conclusions is logically true, assuming that the statements are true.

Statements: All boxes are games. All drugs are boxes. Some cups are boxes.

Conclusions:

i. Some games are cups

ii. All drugs are games

iii. Some boxes are drugs

The least possible Venn diagram for the given statements is as shown below :

Conclusions:

I. Some games are cups → Follow (As all boxes are games and some cups are boxes. As some part of cups is common with boxes which whole comes in games, therefore some games are cups is true.)

II. All drugs are games → Follow (As all drugs are boxes and all boxes are games. As whole drugs comes in boxes which whole comes in games, therefore all drugs are games is true.)

III. Some boxes are drugs → Follow (As all drugs are boxes. As whole drugs comes in boxes, therefore some boxes are drugs is true.)

∴ Here, All conclusions are logical.​

Hence, the correct answer is "Option 1"