Bloom

Most of the pictures are dull and boring, so Chris decided to modify and make them more interesting. One of the most successful algorithm to do this is called bloom . Consider the image

If we apply bloom on it, it becomes

On which two pictures, after applying bloom 1 and 2 times respectively, will turn into the image below?

A.
B.
C.

B; A; B; C; C; B; A; B; A; C; C; A;

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1 solution

Michael Mendrin
Aug 22, 2016

This is an IQ test question, right?


The solution is that the action of bloom is to perform a double reflection of the image about a point that is the origin of two perpendicular axes. So, for example, for choice A, a green square, the origin (0,0) would be at the lower left vertex of a square circumscribing the green square. This creates 3 more green squares to get the desired image. Similarly, choice B, a green half square, the origin (0,0) being at the lower left vertex of same, upon the bloom action, creates 3 more such half squares to make the image we see in choice A.

This is not a solution, right?

Agnishom Chattopadhyay - 4 years, 9 months ago

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The solution is that the action of bloom is to perform a double reflection of the image about a point that is the origin of two perpendicular axes. So, for example, for choice A, a green square, the origin (0,0) would be at the lower left vertex of a square circumscribing the green square. This creates 3 more green squares to get the desired image. Similarly, choice B, a green half square, the origin (0,0) being at the lower left vertex of same, upon the bloom action, creates 3 more such half squares to make the image we see in choice A.

Michael Mendrin - 4 years, 9 months ago

Why B;A; is not the right solution?I think the question is not well stated.

Stojan Samojlovski - 4 years, 9 months ago

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Because you need to operate bloom twice on B to get the figure given, but only once to A to get it.

Agnishom Chattopadhyay - 4 years, 9 months ago

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Well then the question is not well stated..

Stojan Samojlovski - 4 years, 9 months ago

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