Trigonometry problem solving application which contains:
> Pythagorean Theorem:
-Simple rectangle triangle.
-Actangle Right Triangle.
* Legs, Hypotenuse, Perimeter, Area, Alpha and beta angle
_________________
> Breast Law. *
_________________
> Cosine Law. *
* Side A, B, C, value of X, Y, D; ABC, ADX, BDY perimeter; ABC, ADX, BDY area; Alpha, beta, gamma, epsilon, delta angles.
_________________
> Trigonometric functions:
-Breast
-Cosine
-Tangent
-Cotangent
-Drying
-Cosecant
* You can obtain the trigonometric value of an angle, or you can obtain the value of an angle from the legs and / or hypotenuse.
_________________
> Trigonometric Formulas with Angles:
-Formulas for addition with two angles.
-Formulas for subtracting two angles.
-Formulas for the product with angles:
-Sine, cosine and tangent squares.
-Alpha sine for alpha cosine.
- Alpha sine for beta cosine.
- Alpha cosine by beta cosine
-Tangent of alpha by tangent of beta.
-Formulas of double an angle.
* In all sections of "Trigonometric Formulas with Angles" you can perform operations.
_________________
> General Form.
_________________
You can use angles in sexagesimals or decimals.
_________________
The operations or procedures that are performed to calculate the results are described.
_________________
You can enable dark mode.
> Pythagorean Theorem:
-Simple rectangle triangle.
-Actangle Right Triangle.
* Legs, Hypotenuse, Perimeter, Area, Alpha and beta angle
_________________
> Breast Law. *
_________________
> Cosine Law. *
* Side A, B, C, value of X, Y, D; ABC, ADX, BDY perimeter; ABC, ADX, BDY area; Alpha, beta, gamma, epsilon, delta angles.
_________________
> Trigonometric functions:
-Breast
-Cosine
-Tangent
-Cotangent
-Drying
-Cosecant
* You can obtain the trigonometric value of an angle, or you can obtain the value of an angle from the legs and / or hypotenuse.
_________________
> Trigonometric Formulas with Angles:
-Formulas for addition with two angles.
-Formulas for subtracting two angles.
-Formulas for the product with angles:
-Sine, cosine and tangent squares.
-Alpha sine for alpha cosine.
- Alpha sine for beta cosine.
- Alpha cosine by beta cosine
-Tangent of alpha by tangent of beta.
-Formulas of double an angle.
* In all sections of "Trigonometric Formulas with Angles" you can perform operations.
_________________
> General Form.
_________________
You can use angles in sexagesimals or decimals.
_________________
The operations or procedures that are performed to calculate the results are described.
_________________
You can enable dark mode.
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