Question

In a game, exactly six inverted cups stand side by side in a straight line, and each has exactly one ball hidden under it. The cups are numbered consecutively 1 through 6. Each of the balls is painted a single solid color. The colors of the balls are Green, Magenta, Orange, Purple, Red and Yellow. The balls have been hidden under the cups in a manner that confirms to the following conditions.

The purple ball must be hidden under a lower numbered cup than the orange ball.

The red ball must be hidden under a cup immediately adjacent to the cup under which the magenta ball is hidden.

The green ball must be hidden under cup 5.
if orange is under 2 cup who are it's neighbours
green,magenta;green,Purple; orange, yellow;red,Purple ​

Answer 1

Answer:

red purple

Step-by-step explanation:

as using the logic

orange is hidden in cup two

and purple is hidden in a cup less than two i.e. one

there purple will be on the right.

but there is given that green ball is hidden in cup 5 so it's not the neighbour of no. 2 so cancelling the one option we get answer as red purple.

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