MATH PROJECT
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- This is Jessy, Jessy is trying to be the best eyebrow tech, but Jessy struggles finding the angles of the eyebrow
- PYTHAGOREAN THEOREM ON EYEBROWS
- FINDING THE EYEBROWS
- UGH!! I DON'T KNOW HOW TO MAKE THESE EYEBROWS MATCH
- a^2 +b^2=c^2
- HEY MS.LAGO, NOT SO WELL, I'M STILL STRUGGLING FINDING THE MEASUREMENTS OF THE BROWS!!!
- THAT'S NOTHING THAT CAN'T BE FIXED, LET'S GO INSIDE I WILL SHOW YOU A BETTER WAY TO MAKE IT EASIER FOR YOU!
- HEY JESSY! HOW ARE YOU?
- ENSERIO?? I REALLY WANT TO GET BETTER, THIS IS WHAT I LOVE TO DO! AND I'M NOT THAT GOOD AT MATH
- TRUST ME I WASN'T ALWAYS PERFECT AT THIS, IT TAKES A LOT OF PRACTICE, AND THE ART OF MATH!!
- EXACTLY!! AND, THIS IS HOW YOU SHOULD ALWAYS MEASURE THE EYEBROWS IN ORDER TO ACHIEVE A PERFECT PAIR
- IF YOU LOOK AT THE BOARD, FROM THE NOSE TO THE BROW ITS 2IN, THEN FROM THE BROW TO THE OUTBROW ITS 2.5IN
- NOSE-BROW= 2INCHBROW-OUTBROW=2.5INCH
- OMG, THANKS SO MUCH FOR YOUR HELP MS.LAGO, I WILL ALWAYS REMEMBER TO THE PYTHAGOREAN THEOREM TO ACHIEVE PERFECT EYEBROWS!
- 2^2+2.5^2=c^24.5^2=c^2
- THEREFORE IT MEANS THAT, FROM THE NOSE TO THE OUTBROW THE DISTANCE SHOULD BE 4.5INCHES?
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