SheWolf Studios | Casey

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Throwing it Back to This B°πg Baby

Currently glazing pieces for the Valentooth drop next Friday, will but dreaming about how I'll glaze my b°πg babies in March 🥰 #gardening #gardeninggirlies #ceramics #pottery #functionalart

2025/2/8 Edited to

Ceramics and pottery have seen a resurgence in popularity as more people discover the joy of creating functional art. The art of glazing is an essential step in pottery, as it not only enhances the beauty of the pieces but also adds durability and functionality. Many artists are exploring unique textures and colors to make their work stand out. Techniques such as layering glazes or engaging in innovative firing methods open up a world of possibilities in ceramics. Additionally, participating in community groups or workshops can provide valuable insights and inspiration for aspiring ceramic artists. By connecting with others who share a passion for gardening and ceramics, enthusiasts can exchange tips on creating garden-themed pottery that harmoniously blends with nature. Whether you are exploring whimsical designs or striving for complete functionality in your art, the journey of glazing your creations is a rewarding one.

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A handwritten mathematical derivation on white paper, showing the identity tan(3π/7) = 2(sin(π/7) + sin(2π/7) + sin(3π/7)), along with intermediate steps and related algebraic expressions involving variables a, b, c, and R.

tan(3π/7) = 2 × (sin(π/7) + sin(2π/7) + sin(3π/7))

This derivation is similar to the identity ½ × cot(π/14) = sin(π/7) + sin(2π/7) + sin(4π/7). These identities are found in the regular heptagon where a = side length, b = short diagonal, c = long diagonal & R = circumradius. #math #maths #mathematics #geometry #trigonometry

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tokio hotel! 🎤🎸🥁

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4 × cos²(π/9) - √3/2 × csc(π/9) = 1

A proven relation from the regular nonagon. a = side length, b = short diagonal, c = medium diagonal, d = long diagonal & R = circumradius. #math #maths #mathematics #geometry #trigonometry

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A hand-drawn diagram on lined paper illustrates the proof of tan⁻¹(1) + tan⁻¹(2) + tan⁻¹(3) = π. It uses a 3-4-5 right triangle with an inscribed circle and angles α, β, γ. Equations show how these angles relate to the inverse tangents, summing to π.

tan^-1(1) + tan^-1(2) + tan^-1(3) = π

The famed 3-4-5 right triangle is used to prove the following trigonometric identity true. #math #maths #mathematics #geometry #trigonometry

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A person in a purple graduation gown and colorful stole stands in front of a waterfall and wooden logs. Their face is obscured by an orange flower. Text overlay reads "Apps I used For a 4.0 GPA" and "lemon8 @stellastudies2."

A screenshot of the App Store page for "Desmos Graphing Calculator," showing its green icon, 4.3-star rating, and a text overlay "A must have for algebra and calculus." App previews display its graphing capabilities.

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More apps you need if you are a current student or going back to school in the fall! 1️⃣- Desmos Graphing Calculator: literally your new best friend for math classes, especially Algebra 1&2 and Calculus 1&2! Especially if you don’t wanna get an actually graphing calculator which I highl

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Throwing it back to this quick Catfish Po’Boy and

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Channie editttttt

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A handwritten mathematical derivation on lined paper, proving the trigonometric identity 4 cos²(2π/9) - √3/2 csc(2π/9) = 1. The steps involve substitutions related to geometric properties of a regular nonagon, ultimately simplifying to 1.

4 × cos²(2π/9) - √3/2 × csc(2π/9) = 1

A proven relation from the regular nonagon. a = side length, b = short diagonal, c = medium diagonal, d = long diagonal & R = circumradius. #math #maths #mathematics #geometry #trigonometry

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I decided to incorporate the yellow of the π symbol on the Polyamory flag into the fidgets a little differently. I didn't want to hide the symbol but the plushies design made that hard, so I felt incorporating it in as the beads like this would be the best solution. #pridemonth #fidgetto

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A handwritten mathematical derivation on lined paper shows a right triangle with an incircle. It illustrates the steps to prove the trigonometric relationship: tan⁻¹((a-r)/r) + tan⁻¹((b-r)/r) = 3π/4, using angles α, β, γ and side lengths a, b, r.

tan^-1 ((a-r)/r) + tan^-1((b-r)/r) = 3π/4

In any right triangle with the incircle constructed, the following trigonometric relationship is true. #math #maths #mathematics #geometry #trigonometry

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Idk I’m gonna feed yall tdy #felix #felixstraykids #straykids

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