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Make the equation true by only drawing a single straight line
Fred has a puzzle The instruction sheet, which is separate from the equation,simply says: "Make this equation true You may ONLY draw ONE, PERFECTLY straight line" The equation is all alone on a blank piece of paper and reads: 5+5+5=550 There are 4 acceptable answers You must get all 4 for a correct answer
Add one line to make the equation true (≠ is not the answer)
draw a line across the 1 to make it say "add 4 line" use two lines to strike through the PS and use your last remaining line to cross the equals sign
Number Puzzle: One Straight Line - With Answer! - YouTube
Take a look at this video in which you'll learn how to do a number puzzle and make the following equation correct with just one straight line: 5+5+5=550 Confused? Watch the video
Brain teaser: Can you fix this maths equation by adding just 1 line . . .
"You said we can only add one line but nothing about turning items So I'm spinning two of the + and adding a minus to make it 5 x 5 + 5 x 5 = 55 - 5," posted a fourth
9:50 Puzzle - Transum
Can you make up a puzzle like this? An equation or identity which is not true but can be made true by adding a line or a point Your puzzle can be featured on this page Enter your puzzle here
Add One Line To Make This Equation Correct! Can You Solve This Simple . . .
To get the answer of 555, you need to add a line as a diagonal next to the first plus sign This will turn that plus sign into a 4 So, the math equation then becomes 545+5+5=555 which is correct
Brain Teaser: You Have 10 Seconds to Fix This Math Equation By Adding . . .
Simply add a single line to an existing math equation to crack it The brain teaser is posted on Reddit "Add one line to make the equation true (≠ is not the answer)," reads the caption shared along with it
How can you make the following equation true by drawing only one . . .
You can make the equation true by drawing a straight line through the first plus sign to turn it into a 4, transforming the equation into 545 + 5 = 550 This change makes both sides equal, demonstrating a clever visual solution to the problem It's a good example of using creativity in mathematics