“You Think You Are A Visual Master?”: Count How Many Shapes And Angles Are In The Images And Let’s Find Out
Do you think you are a visual master? 🤔
Each image gives you a challenge – whether it’s counting triangles or squares or identifying how many angles you can see. One thing is certain: you’ll find yourself double-checking your answers to make sure you got them right.
Let’s see how well you can tackle these tricky questions. When you finish, if you feel like doing another challenge, you can try out this trivia and discover how observant you are.
Image credits: Scott Webb
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| User | Result | Reward |
|---|---|---|
| / 17 | |
| / 17 | |
13/17. In 6 I counted the borders of the rings as circles but looking at it again, it’s obvious that they’re rings.
It pisses me off that the match equation did'n have the correct option. _ | |_ |—| |—| | _| |__| | 1509
Question 1 - how many rectangles but the answer has counted squares. So no point continuing.
You're trolling, right? A square is a rectangle.
Load More Replies...It irks me the solution to #10 is shown with an incorrectly drawn path. It is drawn that the liquid would take a right at the first junction, then right at the next, but the second junction doesn't lead to cup 4, as it is either blocked or runs behind the other pipe. Instead, it should be drawn going straight down, then due to the blockage above 3 backing up to the previous level, spreading left and right and running down to fill 4 and spill between 1 & 2.
Well the way I see it, it would run straight down towards 3, which is blocked then start filling up to the top of that shaft, once it reaches the intersection, the liquid would move equally left and right. However the path to the left leads to no cup, while the right path leads to the shaft going down to cup 4, therefore cup 4 would fill first.
Load More Replies...I don't agree about the 15. The borders done meet at the "center" at a 90 degree angle because of the larger circle. If you assume the meeting points are hidden under the circle - yeah, but if we're being technical - you're wrong.
Load More Replies...13/17. In 6 I counted the borders of the rings as circles but looking at it again, it’s obvious that they’re rings.
It pisses me off that the match equation did'n have the correct option. _ | |_ |—| |—| | _| |__| | 1509
Question 1 - how many rectangles but the answer has counted squares. So no point continuing.
You're trolling, right? A square is a rectangle.
Load More Replies...It irks me the solution to #10 is shown with an incorrectly drawn path. It is drawn that the liquid would take a right at the first junction, then right at the next, but the second junction doesn't lead to cup 4, as it is either blocked or runs behind the other pipe. Instead, it should be drawn going straight down, then due to the blockage above 3 backing up to the previous level, spreading left and right and running down to fill 4 and spill between 1 & 2.
Well the way I see it, it would run straight down towards 3, which is blocked then start filling up to the top of that shaft, once it reaches the intersection, the liquid would move equally left and right. However the path to the left leads to no cup, while the right path leads to the shaft going down to cup 4, therefore cup 4 would fill first.
Load More Replies...I don't agree about the 15. The borders done meet at the "center" at a 90 degree angle because of the larger circle. If you assume the meeting points are hidden under the circle - yeah, but if we're being technical - you're wrong.
Load More Replies...


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