Today's PUZZLE CLASSIC OF THE DAY

By making just one slice through a perfect cube it is possible to obtain a cut which would be a regular hexagon. Draw it through the respective dots on the cube.

Two twins were born several minutes apart. But sometimes the youngest of the twins celebrates her birthday two days earlier than her older twin. In which direction the mother and the twins were traveling during the delivery?

On every birthday since I was born, I have had a cake decorated with the appropriate number of candles. I have blown out 210 candles so far. How old am I?

There is an interesting five-digit number A. With a 1 after it, it is three times as large as with a 1 before it. What is it?

I am thinking of a three-digit number. If you subtract 7 from it, the result is divisible by 7; if 8, divisible by 8; and if 9, divisible by 9. What is the number?

Is there such a number which when divided by 3 gives a remainder of 1; when divided by 4, gives a remainder of 2; when divided by 5, gives a remainder of 3; and when divided by 6 gives the remainder of 4? They say the smallest such a number would be...

A half is a third of it. What is it?

A bookworm finds itself on page 1 of volume 1 and begins eating straight through to the last page of volume 5. If each book is 2 1/2“ thick, including the front and the back covers, which are 1/4“ each, what is the distance the bookworm travels?

A nonstop train leaves A for B at 60 miles per hour. Another nonstop train leaves B for A at 40 miles per hour. How far apart are the trains 1 hour before they pass each other?

Draw the option which should replace the question mark.

Which option should replace the question mark in order to complete the top sequence?

Here is one problem from an ancient Indian treatise. If 1/5 of the bee swarm flew to lavender flowers, 1/3 to linden flowers, the triple difference of these numbers flew to the tree, and one bee continued to fly between fragrant ketaki and malati, then how many bees were there?