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It was overcast today. In math class, we worked on geometry, specifically calculating the area of different shapes. I memorized those formulas, easy. But it took me a while to grasp how to find the height of a triangle when it's not a straight line directly perpendicular from the top to the base. Sometimes the triangle is super slanted, and figuring out the height means you have to extend the base line to meet the perpendicular dropped from the vertex. Still, I prefer geometry over arithmetic. Working with a ruler and compass is way more fun than doing endless calculations on scratch paper.
24 Haz 2025 12:09
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1
It was overcast today. In math class, we worked on geometry, in particular on calculating the area of different shapes. I memorized those formulas, it was easy. But it took me a while to grasp how to find the height of a triangle when it's not a right-angle triangle (I suppose that was what you were looking for, but correct me if I'm wrong). Sometimes the triangle is super slanted, and figuring out the height means you have to extend the base line to meet the perpendicular dropped from the vertex. Still, I prefer geometry over arithmetic/calculus. Working with a ruler and compass is way more fun than doing endless calculations on scratch paper.
24 Haz 2025 17:26
1
It was overcast today. In math class, we worked on geometry, specifically
calculating the area of different shapes. I memorized those formulas, easy. But
it took me a while to grasp how to find the height of a triangle when it's not a
straight line directly perpendicular from the top to the base. Sometimes the
triangle is super slanted, and figuring out the height means you have to extend
the base line to meet the perpendicular dropped from the vertex. Still, I prefer
geometry over arithmetic. Working with a ruler and compass is way more fun than
doing endless calculations on scratch paper.
You are probably right!
24 Haz 2025 12:40
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Çince (Mandarin), İngilizce
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İngilizce
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