Calculator Pro is for Windows. It can calculate substantial mathematical terms. It supports more than 50 mathematical functions & scientific constants
|
|
|
| fig 1 Box Volume | fig 2 Box Surface Area |
| Volume = L*W*H | Surface Area = 2(L*W+L*H+W*H) |
|
|
|
| fig 3 Pyramid Volume | fig 4 Pyramid Surface Area |
| Volume = LWh/3 | Surface Area = LC+WD+LW |
| C=√((L/2)²+h²) D=√((W/2)²+h²) | |
|
|
Calculator Pro Information and Reference R = Radius of Cylinder; h = height of Cylinder You can enter the constant π by using pi. The calculators input box is used to enter the mathematical terms to be solved. By pressing the [Enter] button, Calculator Pro solves the current line and prints the results in the next line. To insert a new line into the calculator input box, just press [Shift] + [Enter] |
| fig 7 Cylinder Volume | fig 8 Cylinder Surface Area |
| Volume = πR²h | Surface Area = 2πR(R+h) |
|
|
|
| fig 9 Cone Volume | fig 10 Cone Surface Area |
| Volume = πR²h/3 | Surface Area = πR²+πR√(R²+h²) |
|
|
|
| fig 11 Topless Cone Volume | fig 12 Topless Cone Surface Area |
| Volume = πh/3(R1²+R2²+R1R2) | Surface Area = π[R1²+R2²+(R1R2)√(R1-R2)²+h²] |
|
|
|
| fig 13 Sphere Volume | fig 14 Sphere Surface Area |
| Volume = 4/3πR³ | Surface Area = 4πR² |
|
|
|
| fig 15 Sphere 1 base segment Volume | fig 16 Sphere 1 base segment Surface Area |
| Volume = (π/3)h²(3R-h) | Surface Area = 2πRh |
|
|
|
| fig 19 Spherical Cap Volume | fig 20 Spherical Cap Area |
| Volume = πh²(3R-h)/3 | Surface Area = 2πRh |
|
|
|
| fig 21 Spherical Sector Volume | fig 22 Spherical Sector Area |
| Volume = (2/3)πR²h | Surface Area = 2πRh |