Instruction Δ Press the green flag, then the space key when you want to run the project. Δ Enter the side lengths of your triangle, one by one. Δ Enter the unit you have measured the length using - cm, m, foot, yard, banana, blahblah (just kidding about the existence of the last two ones as units, but you actually can in this project.) ⓝⓞⓣⓔ: You need to enter the unit in its singular form, and don't enter it along the numeral/number being entered - enter it only when it is asked. Also, enter the values carefully because there is no option to revert things. This is a project that helps you calculate the area of a triangle with specific given lengths of sides.
You must be wondering what the sides of a triangle have to do with its area. Well, there is this formula called Heron's Formula i.e., area = √(s(s-x)(s-y)(s-z)), which you may have been taught in school ('may', since the syllabus varies from country to country). If you are given the side lengths of the triangle, then all you need is: - the side lengths - the semi-perimeter (half the sum of all sides) - the differences between the semi-perimeter and each of the sides. This formula allows you to do just the thing (and laid the foundation for the project). Go here to know more: https://byjus.com/maths/heron-formula/ https://www.cuemath.com/herons-formula/ #Maths #Math #Mathematics #HeronsFormula #Triangles #Area #Calculator #Educational #Education #TriangleArea Credits: σ Idea - My knowledge of this formula σ Code blocks - Scratch σ Programming - Myself σ The triangle in the thumbnail - twinkl.com σ The backdrop - Vecteezy σ The symbols 'σ' and 'Δ' used here and above - greeksymbols.net σ The thumbnail - Done by me, using Scratch resources σ The peculiar font used above - https://scratch.mit.edu/projects/383454816/ Like, love, and follow @SwiftCoder09, and comment your opinions. See ya in the next project... Enough scrolling! You still here! There's nothing here! Told you, didn't I?! Fine! keep scrolling, I have something for you... "Never gonna give you up Never gonna let you down Never gonna run around and desert you"
