Search

Search results:

1.
Equilateral triangle area
$A=\dfrac{ah}{2}$
Area
Triangle
2.
Equilateral triangle area
$A=\dfrac{a^2\sqrt3}{4}$
Area
Side
Triangle
3.
Isoscales triangle area
$A=\dfrac{ah}{2}$
Area
Height
Side
Triangle
4.
Isoscales triangle area
$A=\dfrac{b^2}{2}\sin\alpha$
Area
Side
Triangle
5.
Area of a square
$A = a^2$
Area
Square
6.
Rectangle area
$A=ab$
Area
Rectangle
7.
Area of parallelogram
$A=ah$
Area
Parallelogram
8.
Area of parallelogram
$A=ab\sin\alpha$
Area
Parallelogram
9.
Area of parallelogram
$A= \dfrac{d_1d_2\sin \phi}{2}$
Area
Parallelogram
10.
Rhombus area
$A=ah$
Rhombus
Area
11.
Rhombus area
$A=\dfrac{d_1d_2}{2}$
Area
Rhombus
12.
Rhombus area
$A=a^2\sin\alpha$
Area
Rhombus
13.
Right triangle area
$A=\dfrac{ab}{2}$
Area
Right triangle
14.
Right triangle area
$A=\dfrac{ch}{2}$
Area
Right triangle
15.
Tirangle area - verison 1
$A=\dfrac{ah_a}{2}$
Area
Triangle
16.
Triangle area - version 2
$A = \dfrac{ab\sin\gamma}{2}$
Area
Triangle
Trigonometry
17.
Hereons Formula for triangle area
$A = \sqrt{p(p-a)(p-b)(p-c}, \text{ where } p = \dfrac{a+b+c}{2}$
Area
Triangle
18.
Triangle area - version 3
$A= pr, \text{ where } p = \dfrac{a+b+c}{2}$
Area
Triangle
19.
Triangle area - version 5
$A = 2R^2\sin\alpha \sin\beta \sin\gamma$
Area
Triangle
Trigonometry
20.
Tirangle area - version 6
$A = p^2 \tan\dfrac{\alpha}{2}\tan\dfrac{\beta}{2}\tan\dfrac{\gamma}{2}$
Area
Triangle

© 2024 Milos Petrovic – All Rights Reserved