# Math Riddles With Answers: Can You Find The Value of Burger, Fries, Coke in 20 Seconds?

*Math Riddles With Answers: Can You Find The Value of Burger, Fries, Coke in 20 Seconds?*

**Try to solve this ‘Coke, Burger, Fries’ Math Puzzle.** This math puzzle is for genius only. This math riddles which definitely looks tempting as a McDonalds’s burgers, fries, and coke combo has stumped the internet. Many people tried to find the value of each burger, fries, and coke to solve this math riddle. Are you a genius to find the value within 20 seconds? Enjoy solving this math riddles, if you find the correct answer then treat yourself with a combo of burger, fries, and coke.

**Math Riddles Only for High IQ Genius!**

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**M****ath Riddles with Answers: Solution**

**Row 1:** There are 3 glasses of coke which equal to 30.

So, we get 3 cokes = 30, if we divide both sides (LHS and RHS) by 3 then we get the result that value of 1 coke is equal to 10. Now, we will use this value of 1 coke to solve the next row of the problem. See picture below to understand better.

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**Row 2:** Now, we have 1 coke + 1 burger + 1 burger = 20. We know that 1 coke equals 10, so we apply the value and solve the equation to find the value of 1 burger. See picture below to understand better.

So, now we know the value of 1 burger is 5. Let us find out the value of Fries.

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**Row 3:** Now, we got 1 burger + 1 Pair of Fries + 1 Pair of Fries = 9

We already know that value of 1 burger is 5. So, we apply the value of 1 burger to the equation and figure out the value of 1 Fries. See picture below to understand better.

**Row 4:** Now, we got 1 burger + 1 Single Packet of Fries + 1 Coke = ??

Now, we have figured out the values of each item in our previous equations, we shall apply the values to find the final answer.

=> 1 burger + 1 Single Packet of Fries + 1 Coke = ??

=> 5 + 1 x 10 = ??

Applying BODMAS (Bracket, Of, Division, Multiplication, Addition, and Subtraction)

=> 5 + 10 = 15

**Great Work!**

**Tell us in comments: Did you solve this math puzzle correctly in 20 seconds?**

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