1️⃣ g is an even function since x only appears once it’s squared.
2️⃣ If g(4) = 8, then g(-4) = 8 as well.
3️⃣ Two negatives make a positive. (-4)(-4) = 16
4⃣ Two positives also make a positive. (4)(4) = 16
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Happy pi day to all those suffering through AP calc, calc 1,2 and 3 or anything physics related.
Truly Gods strongest soldiers, i salute u 💪💪
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Love the point of Calc homework where you cease to even care how the numbers show up, just as long as they’re right
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I absolutely bombed my Calc II exam today. I’ll be super surprised if I even get a C out of that :(
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every time I have a calculus exam its easier than I expected. Which would be excellent if it like corellated at all to the actual grade. But oh well, I guess we’ll see.
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Parametric Grid Curve on 3D Surfaces
A single parametric curve q(t) = (x(t), y(t)) that traces an entire 2D grid without lifting the pen, then mapped onto 3D surfaces like spheres and tori. On the left, the surface rotates in 3D showing the grid wrapped around it. On the right, the x(t) and y(t) components update in real time as the surface rotates. The challenge was finding a closed-form parametric function that draws a complete grid as one continuous path. code
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Hearty heart, calculus is good!
Work that lovely brain of yours, keep it strong 💪
I’ll shoulder your misery by embarrassing myself through cheerleading.
Let’s do our calculus cheer, YEAH!
How does it go?
E to the u du dx
E to the y dy dz
Cosine, secant
Tangent, sine
3 point 1 4 1 5 9!
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lol I did say I was explaining calc to my family
they asked about school and this is what we did in class
I was talking about how I was surprised it wasn’t back breakingly hard like I’d been led to believe but no one knew what the chain rule was so I had to write it down and explain it lol
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im learning ab limits in math rn and i found out that as i approach every day i reach MY limit.
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Making progress on this piece, won’t be long now. This drawing is about the awesome power of polynomials at approximating, can you spot it?
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The Applause of Fools: How Erasmus Predicted Every Century After His Own
In 1509, Desiderius Erasmus of Rotterdam, writing from the restless perch of Thomas More’s London house, composed The Praise of Folly (Moriae Encomium) in the span of roughly a week. The book was a satirical grenade lobbed at the Church, at the academy, at every strutting peacock of European intellectual life who mistook plumage for substance. Among its many surgical observations, one line has…
The Applause of Fools: How Erasmus Predicted Every Century After His Own
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i hate calculus!!!!!!!!!!! theyre just making stuff up atp sigma alpha beta let me out.
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A square grid in polar (r, φ) coordinates stretches into a curved grid in the xy-plane. Patches farther from the r = 0 line stretch more, while those close to the line can contract. This is exactly what is captured by the Jacobian, and why it appears when one changes variables in a double integral.
