General Riddles

If NUMERAL is written as UEALRMN then how would you write ALGEBRA?

What has a head and a tail, but no body?

When I am open I am U-shaped but when I am closed I am V-shaped. Who am I?
Umbrella

Find out the difference between 18°C and 64.4°F.
Zero degree

Once upon a time there were two neighbors - one very rich and the other quite poor. Both were singers. While the rich man would sing in concerts, the poor man used to sing by the roadside. The rich man had this tendency to ridicule the poor man for his singing abilities. Once the poor man got infuriated and challenged the rich man that he knew all the songs in the world and could sing any existing song with whatever names the rich man could give. The rich man decided to take up the challenge and to make it more exciting promised the poor man that he would give all his wealth to him if he could really do so. He gave him the names of his four children - Jack, Jonathan, Williams and Harry. The poor man sang and got all the wealth of the rich man. What song did he sing?
"Happy birthday to you. Happy birthday dear Jack. Happy birthday to you!" "Happy birthday to you. Happy birthday dear Jonathan. Happy birthday to you!" "Happy birthday to you. Happy birthday dear Williams. Happy birthday to you!" "Happy birthday to you. Happy birthday dear Harry. Happy birthday to you!" "Happy birthday to you" - is an existing song and can be sung with any name of the world.

What has an eye but can not see?

One day on reaching school I found there were a total of 16 bicycles and tricycles parked in the school compound. I counted the total number of wheels to be 38. Find out the number of bicycles.
10 bicycles. Explanation:: All the cycles will have at least 2 wheels, so 16 cycles will have 16x2=32 wheels. But in total there are 38 wheels. So the extra wheels (38-32=6) must be of the tricycles because bicycles have 2 wheels and tricycles have 3 wheels. Therefore, the number of tricycles parked is 6 and hence the number of bicycles is 10.

Two girls were born to the same mother, on the same day, at the same time, in the same month and year and yet they're not twins. How can this be?
The two babies are two of a set of triplets.

Name four days of the week starting with the alphabet "T".
Tuesday, Thursday, Today and Tomorrow

I am a two digit even number. I am a square of a number, and also a cube of another number. Who am I?

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