Regular hexagonal prism calculator
Regular Hexagonal Prism Calculator – Fast & Accurate Geometry Calculations
What is a Regular Hexagonal Prism?
A regular hexagonal prism is a solid geometric figure with the following characteristics:
- ✔ Two identical hexagons on each side (the shape is regular).
- ✔ Six rectangular lateral faces connecting the bases.
- ✔ A height (h) equal to the distance between the bases.
Guidelines for the Features of the Regular Hexagonal Prism:
- Base Shape: Regular hexagon shaped
- Edges: 18 Edges
- Total Faces: 8 Faces
- Vertices: 12 Vertices
Formulas for a Regular Hexagonal Prism
1. Volume of a Regular Hexagonal Prism
The formula to calculate volume (V) is:
V = Ab × h
Where:
- V = Volume of the hexagonal prism
- Ab = Area of the hexagonal base
- h = height of the prism
Since the area of a regular hexagon is:
Ab = (3√3/2) × s²
The final volume formula becomes:
V = (3√3/2) × s² × h
2. Surface Area of a Regular Hexagonal Prism
Total surface area (A) includes the two hexagonal bases and the six rectangular faces:
A = 2 × Ab + 6 × (s × h)
Where:
- Ab = Base area
- s = Side length of the hexagon
- h = Prism height
Guidelines for Using the Regular Hexagonal Prism Calculator from calculator3.com
- Enter side length of the hexagonal base.
- Write down the size of the prism’s height.
- Press on “Calculate” to get results on volume and surface area right away.
- Get precise geometric computations in a few seconds!
✅ No calculations – just sit back as the calculator handles everything!
Why Use the Regular Hexagonal Prism Calculator?
- ✔ Fast & Accurate Results – You don’t need to work out anything yourself.
- ✔ Easy to Use – No complication, just type the values in the blank spaces.
- ✔ Friendly for Students & Teachers – Excellent for anyone studying geometry.
- ✔ Helpful for Architects & Engineers – Great for 3D models and drawings.
- ✔ Absolutely Free & On The Internet – You can use it any time on Calculator3.com.
Frequently Asked Questions (FAQs)
1. What is a regular hexagonal prism?
A regular hexagonal prism is a prism with two identical hexagons at the base and a total of six rectangular lateral faces.
2. How do I calculate the volume of a hexagonal prism?
The hexagonal prism volume can be calculated with the following formula:
V = Ab × h
Where h is the height of the prism and Ab is the area of the hexagonal base.
3. How is the area of a regular hexagonal prism calculated?
A = 2 × Ab + 6 × (s × h) Where A is the area, Ab is the area of the hexagonal bases including height, s is the surface area’s length, and h is the surface area’s height. The surface area is the sum of the two hexagonal bases and six rectangular sides.
To solve the question, if you know volume is uchek of this a prong an hexagonal prangeter including sides a height.
There are a few customizable features available in the Regular Hexagonal Prism Calculator. However, none of these features are paid.
Yes! It can be accessed without registration, and the Regular Hexagonal Prism Calculator is available for free.
So go ahead, and give the calculator a go!