## Chord Length of Pentagram given Long Chord Slice Solution

STEP 0: Pre-Calculation Summary
Formula Used
Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram
lc = le(Pentagon)+lLong Chord Slice
This formula uses 3 Variables
Variables Used
Chord Length of Pentagram - (Measured in Meter) - The Chord Length of Pentagram is the diagonal length of regular pentagon from which the Pentagram is constructed using it's diagonals.
Pentagonal Edge Length of Pentagram - (Measured in Meter) - Pentagonal Edge Length of Pentagram is the edge length of regular pentagon from which the Pentagram is constructed using it's diagonals.
Long Chord Slice of Pentagram - (Measured in Meter) - The Long Chord Slice of Pentagram is the edge length of the entire star shape of the Pentagram or the equal side of the isosceles triangle which forms as the spike of the Pentagram.
STEP 1: Convert Input(s) to Base Unit
Pentagonal Edge Length of Pentagram: 10 Meter --> 10 Meter No Conversion Required
Long Chord Slice of Pentagram: 6 Meter --> 6 Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
lc = le(Pentagon)+lLong Chord Slice --> 10+6
Evaluating ... ...
lc = 16
STEP 3: Convert Result to Output's Unit
16 Meter --> No Conversion Required
16 Meter <-- Chord Length of Pentagram
(Calculation completed in 00.020 seconds)
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Walchand College of Engineering (WCE), Sangli
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## < 9 Chord Length of Pentagram Calculators

Chord Length of Pentagram given Area and Short Chord Slice
Chord Length of Pentagram = sqrt((2*Area of Pentagram)/sqrt(5*(5-2*sqrt(5))))+(Short Chord Slice of Pentagram*[phi])
Chord Length of Pentagram given Area
Chord Length of Pentagram = ([phi]+1)/[phi]*sqrt((2*Area of Pentagram)/sqrt(5*(5-(2*sqrt(5)))))
Chord Length of Pentagram given Perimeter and Long Chord Slice
Chord Length of Pentagram = (Perimeter of Pentagram*[phi])/10+Long Chord Slice of Pentagram
Chord Length of Pentagram given Short Chord Slice
Chord Length of Pentagram = (2*Pentagonal Edge Length of Pentagram)-Short Chord Slice of Pentagram
Chord Length of Pentagram given Long Chord Slice
Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram
Chord Length of Pentagram given Long Chord Slice and Short Chord Slice
Chord Length of Pentagram = (2*Long Chord Slice of Pentagram)+Short Chord Slice of Pentagram
Chord Length of Pentagram given Perimeter and Short Chord Slice
Chord Length of Pentagram = Perimeter of Pentagram/5+Short Chord Slice of Pentagram
Chord Length of Pentagram
Chord Length of Pentagram = [phi]*Pentagonal Edge Length of Pentagram
Chord Length of Pentagram given Perimeter
Chord Length of Pentagram = Perimeter of Pentagram/10*(1+[phi])

## < 9 Edges of Pentagram Calculators

Chord Length of Pentagram given Area
Chord Length of Pentagram = ([phi]+1)/[phi]*sqrt((2*Area of Pentagram)/sqrt(5*(5-(2*sqrt(5)))))
Pentagonal Edge Length of Pentagram given Area
Pentagonal Edge Length of Pentagram = sqrt((2*Area of Pentagram)/(sqrt(5*(5-(2*sqrt(5))))))
Pentagonal Edge Length of Pentagram
Pentagonal Edge Length of Pentagram = Long Chord Slice of Pentagram+Short Chord Slice of Pentagram
Chord Length of Pentagram given Long Chord Slice
Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram
Chord Length of Pentagram given Long Chord Slice and Short Chord Slice
Chord Length of Pentagram = (2*Long Chord Slice of Pentagram)+Short Chord Slice of Pentagram
Pentagonal Edge Length of Pentagram given Perimeter
Pentagonal Edge Length of Pentagram = (Perimeter of Pentagram*[phi])/10
Pentagonal Edge Length of Pentagram given Chord Length
Pentagonal Edge Length of Pentagram = Chord Length of Pentagram/[phi]
Chord Length of Pentagram
Chord Length of Pentagram = [phi]*Pentagonal Edge Length of Pentagram
Chord Length of Pentagram given Perimeter
Chord Length of Pentagram = Perimeter of Pentagram/10*(1+[phi])

## Chord Length of Pentagram given Long Chord Slice Formula

Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram
lc = le(Pentagon)+lLong Chord Slice

## What is Pentagram?

A Pentagram is constructed from the diagonals of a pentagon. The Pentagram is the most simple regular star polygon. The chord slices of a regular Pentagram are in the golden ratio φ 1.6180.

## How to Calculate Chord Length of Pentagram given Long Chord Slice?

Chord Length of Pentagram given Long Chord Slice calculator uses Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram to calculate the Chord Length of Pentagram, Chord Length of Pentagram given Long Chord Slice formula is defined as the diagonal length of a regular pentagon from which the Pentagram is constructed using its diagonals, and calculated using the long chord slice and pentagonal edge length of the Pentagram. Chord Length of Pentagram is denoted by lc symbol.

How to calculate Chord Length of Pentagram given Long Chord Slice using this online calculator? To use this online calculator for Chord Length of Pentagram given Long Chord Slice, enter Pentagonal Edge Length of Pentagram (le(Pentagon)) & Long Chord Slice of Pentagram (lLong Chord Slice) and hit the calculate button. Here is how the Chord Length of Pentagram given Long Chord Slice calculation can be explained with given input values -> 16 = 10+6.

### FAQ

What is Chord Length of Pentagram given Long Chord Slice?
Chord Length of Pentagram given Long Chord Slice formula is defined as the diagonal length of a regular pentagon from which the Pentagram is constructed using its diagonals, and calculated using the long chord slice and pentagonal edge length of the Pentagram and is represented as lc = le(Pentagon)+lLong Chord Slice or Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram. Pentagonal Edge Length of Pentagram is the edge length of regular pentagon from which the Pentagram is constructed using it's diagonals & The Long Chord Slice of Pentagram is the edge length of the entire star shape of the Pentagram or the equal side of the isosceles triangle which forms as the spike of the Pentagram.
How to calculate Chord Length of Pentagram given Long Chord Slice?
Chord Length of Pentagram given Long Chord Slice formula is defined as the diagonal length of a regular pentagon from which the Pentagram is constructed using its diagonals, and calculated using the long chord slice and pentagonal edge length of the Pentagram is calculated using Chord Length of Pentagram = Pentagonal Edge Length of Pentagram+Long Chord Slice of Pentagram. To calculate Chord Length of Pentagram given Long Chord Slice, you need Pentagonal Edge Length of Pentagram (le(Pentagon)) & Long Chord Slice of Pentagram (lLong Chord Slice). With our tool, you need to enter the respective value for Pentagonal Edge Length of Pentagram & Long Chord Slice of Pentagram and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Chord Length of Pentagram?
In this formula, Chord Length of Pentagram uses Pentagonal Edge Length of Pentagram & Long Chord Slice of Pentagram. We can use 12 other way(s) to calculate the same, which is/are as follows -
• Chord Length of Pentagram = [phi]*Pentagonal Edge Length of Pentagram
• Chord Length of Pentagram = Perimeter of Pentagram/10*(1+[phi])
• Chord Length of Pentagram = ([phi]+1)/[phi]*sqrt((2*Area of Pentagram)/sqrt(5*(5-(2*sqrt(5)))))
• Chord Length of Pentagram = sqrt((2*Area of Pentagram)/sqrt(5*(5-2*sqrt(5))))+(Short Chord Slice of Pentagram*[phi])
• Chord Length of Pentagram = (Perimeter of Pentagram*[phi])/10+Long Chord Slice of Pentagram
• Chord Length of Pentagram = Perimeter of Pentagram/5+Short Chord Slice of Pentagram
• Chord Length of Pentagram = (2*Long Chord Slice of Pentagram)+Short Chord Slice of Pentagram
• Chord Length of Pentagram = (2*Pentagonal Edge Length of Pentagram)-Short Chord Slice of Pentagram
• Chord Length of Pentagram = [phi]*Pentagonal Edge Length of Pentagram
• Chord Length of Pentagram = ([phi]+1)/[phi]*sqrt((2*Area of Pentagram)/sqrt(5*(5-(2*sqrt(5)))))
• Chord Length of Pentagram = (2*Long Chord Slice of Pentagram)+Short Chord Slice of Pentagram
• Chord Length of Pentagram = Perimeter of Pentagram/10*(1+[phi])
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