General Riddles

I am a 5 letter word. Take away my first and last letter, I will remain same. If you also take away my middle letter, I will remain same. Who am I?

Which number can you put to fill in the sequence? 23 1 3 25 16 20 6 9 20 ?
19 Explanation: Position of first letter of the words in the question in alphabets.

A red house is made up of red bricks, a blue house is made up of blue bricks, a green house is made up of _______.

There are a few trees in a garden. On one of them, a pear tree, there are pears (quite logical). But after a strong wind blew, there were neither pears on the tree nor on the ground. How come?
At first, there were 2 pears on the tree. After the wind blew, one pear fell on the ground. So there where no pears on the tree and there were no pears on the ground.

In a cave there is a treasure within a big metal box with a lock on it. There is also a monster in the cave that has two keys with him; one gold and the other silver. The monster will give you only one chance to open the lock using one of the keys. If the box doesn't open, the monster will kill you. Since the monster is a bit helpful it would give you a clue in finding out the correct key. Can you choose the correct key by deciphering the below clue? A GKOY OEPD LYEO DCNO EAAR NNN
The gold key will open the lock. Explanation: The clue says "A Golden Key Can Open Any Door". Take the first letter of each word, then the second letter of each word, then the third letter and so on and construct the sentence.

I am clean when I look black and dirty when I look white. Who am I?
Blackboard

I reach for the sky, but clutch to the ground; sometimes I leave, but I am always around. What am I?

Fill in the sequence: 1 2 3 2 1 2 3 4 2 ?
1 Explanation: Number of characters used in writing the numbers in roman numerals.

If there are 8 chocolates and you take away 5, how many do you have?
5 of course. If you take 5, what else do you expect to have?

Two children, who were all tangled up in their reckoning of the days of the week, paused on their way to school to straighten matters out. "When the day after tomorrow is yesterday," said Priscilla, "then 'today' will be as far from Sunday as that day was which was 'today' when the day before yesterday was tomorrow!" On which day of the week did this puzzling prattle occur?
The two children were so befogged over the calendar that they had started on their way to school on Sunday morning!

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