Two multiple choice pattern questions. Any insights into these two? 

The idea is that four of the five have a common thing in common and you have to find the odd man out. 

 

 

Edited January 23, 20188 yr by bradley55

What is the question? Odd one out?

Just now, DrP said:

What is the question? Odd one out?

Yeah, exactly. I should have specified that. The idea is that four of the five have a common thing in common and you have to find the odd man out. 

A and E? 

4 minutes ago, Moontanman said:

A and E? 

Interesting. What's  your reasoning? 

B and D, on the basis that

 

Spoiler

everything else has reflective symmetries but B in the first one and D in the second one only have rotational symmetry.

 

14 minutes ago, bradley55 said:

Interesting. What's  your reasoning? 

No real reason, they just stood out to me! 

In the case of 26 question, only B cannot be drawn with single stroke, without passing twice the same path.

In the case of 26 question, only A is made of the same primitives-triangles. Their area is the same.

Edited January 23, 20188 yr by Sensei

B & C

edit to add: I find that these types of problems are often flawed with more then one valid answer.

Edited March 30, 20187 yr by TakenItSeriously

Odd man out is A from Q25 and C from Q26.

25 might have to do with repeated shapes. So answer is E.

26 could be a continuous line puzzle. So answer is B.

 

25A has an odd number of lines meeting the perimeter

26D cannot be folded in half such that each half matches the other