top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

Why do the circle and oval only date shapes that are the same as themselves?

+1 vote
54 views
Why do the circle and oval only date shapes that are the same as themselves?
posted Sep 13, 2023 by Karan Joglekar

Share this puzzle
Facebook Share Button Twitter Share Button LinkedIn Share Button

1 Answer (Check Answer ▼)





Similar Puzzles
+1 vote
The following are clues that describe words containing an "ant". The clues do not refer to the words themselves.........

The following are clues that describe words containing an "ant". The clues do not refer to the words themselves, rather they refer to the word that must be added to the "ant". For example, "an ant that is waiting for something to happen" would be "expectant" (expect ant). The ant may appear at the beginning or the end of the word. Where it appears is given in the hint should you need it.

  1. This ant will rely on you.
  2. The end of an ant's trousers.
  3. The first ant.
  4. This will burn an ant severely.
  5. Two ants going to get married in secret.
  6. This ant rides up sloped driveways.
0 votes
I am the only thing that always tells the truth, I show off everything that I see; I come in all shapes and sizes.......

I am the only thing that always tells the truth,
I show off everything that I see;
I come in all shapes and sizes,
So tell me what I must be!

0 votes
In a unit square, two quarter circles are drawn as shown in the image. What is the area of the oval-shaped region?

In a unit square, two quarter circles are drawn, centered at two opposite vertices, What is the area of the oval-shaped region?

What is the area of oval shaped region

0 votes
A pair of compasses draws a circle. How, without changing the radius, can you make it draw an oval? You have............

A pair of compasses draws a circle. How, without changing the radius, can you make it draw an oval? You have to fix a radius, then make one rotation from a fixed point to draw an oval where the curvature changes continuously all the way around the perimeter and the pencil produces a doubly symmetrical figure where one axis is more than the unaltered radius. How can it be done?

...