List questions from trigonometry

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solving word problems of triangles/bearings

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Solving word problems involving triangles/bearings

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solve $x+\sin(x)=k$ for $x$

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Two questions on trigonometry

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How to find the integral for $\int 2^{\sin{x}}\cos{x}\;\mathrm{d}x$?

Published on 16 Apr 2026 - 21:32

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Integration with trigonomitry

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Trigonometry from integration (simplifying)

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Solve the system of equations....!

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Prove that $\sin\frac{\pi}{14}$ is a root of $8x^3 - 4x^2 - 4x + 1=0$

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What is this type of problem called?

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How to find $\frac{d^{40}y}{dx^{40}}$, when $y= \sin x$?

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Trigonometric identity involving sum of "Dirichlet kernel like" fractions

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415

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Triangles having integer sides and integer area.

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626

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Solve this inequality: $\sin x<1$

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List Question

Asymmetric roles that are symmetric in every instance

solving word problems of triangles/bearings

Solving word problems involving triangles/bearings

solve $x+\sin(x)=k$ for $x$

Two questions on trigonometry

How to find the integral for $\int 2^{\sin{x}}\cos{x}\;\mathrm{d}x$?

Integration with trigonomitry

Trigonometry from integration (simplifying)

Solve the system of equations....!

Prove that $\sin\frac{\pi}{14}$ is a root of $8x^3 - 4x^2 - 4x + 1=0$

What is this type of problem called?

How to find $\frac{d^{40}y}{dx^{40}}$, when $y= \sin x$?

Trigonometric identity involving sum of "Dirichlet kernel like" fractions

Triangles having integer sides and integer area.

Solve this inequality: $\sin x<1$

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