A man and his boss have the same parents, but are not siblings. How is this possible?

Let’s look for patterns:

Row 1:
- vertical | horizontal | diagonal ( \ )
Row 2:
- diagonal ( / ) | vertical | diagonal ( \ )
Row 3:
- diagonal ( \ ) | diagonal ( / ) | ?

Now columns:

Column 1:
- vertical
- diagonal ( / )
- diagonal ( \ )
Column 2:
- horizontal
- vertical
- diagonal ( / )
Column 3:
- diagonal ( \ )
- diagonal ( \ )
- ?

What’s the pattern?

It looks like each row contains:

A vertical, a horizontal, and a diagonal line.

For example:

Row 1: ✔ vertical, ✔ horizontal, ✔ diagonal
Row 2: ✔ diagonal, ✔ vertical, ✔ diagonal
Row 3: ✔ diagonal, ✔ diagonal, (missing horizontal)

So, in Row 3, the missing piece should be a horizontal line to complete the set.

Which option is a horizontal line?

C has a horizontal line.

✅ The answer is: C.

A man and his boss have the same parents, but are not siblings. How is this possible?

Answer: He is self-employed. He is his own boss.

Solution:

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