### Solve this viral facebook math puzzle image – Math Puzzles only for geniuses with the correct answer!

Hello, guys! Here is another interesting puzzle for you. Just a few shapes are given, calculate the values of these shapes (star polygon, clock, and table fan) and find the answer. That’s it!

Find the values of Star Polygon, Table Fan, and Clock and then solve the last equation. Can you figure it out?

**Puzzle Question:**

⇒ Star + Star + Star = 18

⇒ Fan + Fan + Star = 14

⇒ Clock + Clock – Fan = 02

⇒ Fan + Clock × Star = ??

## Viral Math Puzzle Image:

Did you get it? Share your answer in the comment section below or keep scrolling for the solution below;

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### Puzzle Video with Solution

### First Equation:

Star + Star + Star = 18

3 Star = 18 ⇒ Star = 6

### Second Equation:

Fan + Fan + Star = 14

2 Fan + Star = 14

2 Fan = 14 – Star ⇒ 2 Fan = 14 – 6 ⇒

2 Fan = 8 ⇒ Fan = 8/2

Table Fan = 4

### Third Equation:

Clock + Clock – Fan = 02

2 Clock – Fan = 2

2 Clock = 2 + Fan

2 Clock = 2 + 4

2 Clock = 6 ⇒ Clock = 6/2 ⇒ Clock = 3

**Note:**

Now, you have to figure out the difference between the last equation vs other equations. The time is different in the last clock vs the previous clock i.e 3 o’clock in the 3rd equation but in the final equation, it is 2 o’clock. The star shape has 6 sides but in the last line, it has only 5 sides. Similarly, table fan has 3 blades in the last line than 4.

Therefore the value of Table Fan, Clock and Star for the fourth equation become:

Star (with 6 sides) = 6 ⇒ **Star (with 5 sides) = 5**

Clock (3 O’clock) = 3 ⇒ **Clock (2 O’clock) = 2**

Table Fan (With 4 Blades) = 4 ⇒ **Table Fan (With 3 Blades) = 3**

### Fourth (Last) Equation:

⇒ Fan + Clock × Star = ??

So, the Table Fan with 3 blades, Clock with 2 O’clock, and Star with 5 sides (Don’t forget, 2 stars are given). Therefore our last equation become;

⇒ Fan (3 Blades) + Clock (2 O’clock) × 2 [Star (5 Sides)] = ??

⇒ 3 + 2 × 2(5)

⇒ 3 + 2 × 10

⇒ 3 + 20

⇒ **23 Answer.**

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3+2*8=19 as only 8 corner are visible in that that both star