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Surface Area of Ellipsoid is the amount or quantity of two dimensional space covered on the surface of Ellipsoid. Check FAQs
SA=4π((ab)1.6075+(3V4πa)1.6075+(3V4πb)1.60753)11.6075
SA - Surface Area of Ellipsoid?a - First Semi Axis of Ellipsoid?b - Second Semi Axis of Ellipsoid?V - Volume of Ellipsoid?π - Archimedes' constant?

Surface Area of Ellipsoid given Volume, First, and Second Semi Axes Example

With values
With units
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Here is how the Surface Area of Ellipsoid given Volume, First, and Second Semi Axes equation looks like with Values.

Here is how the Surface Area of Ellipsoid given Volume, First, and Second Semi Axes equation looks like with Units.

Here is how the Surface Area of Ellipsoid given Volume, First, and Second Semi Axes equation looks like.

608.6864Edit=43.1416((10Edit7Edit)1.6075+(31200Edit43.141610Edit)1.6075+(31200Edit43.14167Edit)1.60753)11.6075
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Surface Area of Ellipsoid given Volume, First, and Second Semi Axes Solution

Follow our step by step solution on how to calculate Surface Area of Ellipsoid given Volume, First, and Second Semi Axes?

FIRST Step Consider the formula
SA=4π((ab)1.6075+(3V4πa)1.6075+(3V4πb)1.60753)11.6075
Next Step Substitute values of Variables
SA=4π((10m7m)1.6075+(312004π10m)1.6075+(312004π7m)1.60753)11.6075
Next Step Substitute values of Constants
SA=43.1416((10m7m)1.6075+(3120043.141610m)1.6075+(3120043.14167m)1.60753)11.6075
Next Step Prepare to Evaluate
SA=43.1416((107)1.6075+(3120043.141610)1.6075+(3120043.14167)1.60753)11.6075
Next Step Evaluate
SA=608.686430172455
LAST Step Rounding Answer
SA=608.6864

Surface Area of Ellipsoid given Volume, First, and Second Semi Axes Formula Elements

Variables
Constants
Surface Area of Ellipsoid
Surface Area of Ellipsoid is the amount or quantity of two dimensional space covered on the surface of Ellipsoid.
Symbol: SA
Measurement: AreaUnit:
Note: Value should be greater than 0.
First Semi Axis of Ellipsoid
First Semi Axis of Ellipsoid is the length of the segment of first cartesian coordinate axis from the center of the Ellipsoid to its surface.
Symbol: a
Measurement: LengthUnit: m
Note: Value should be greater than 0.
Second Semi Axis of Ellipsoid
Second Semi Axis of Ellipsoid is the length of the segment of second cartesian coordinate axis from the center of the Ellipsoid to its surface.
Symbol: b
Measurement: LengthUnit: m
Note: Value should be greater than 0.
Volume of Ellipsoid
Volume of Ellipsoid is defined as quantity of three dimensional space enclosed by the entire surface of Ellipsoid.
Symbol: V
Measurement: VolumeUnit:
Note: Value should be greater than 0.
Archimedes' constant
Archimedes' constant is a mathematical constant that represents the ratio of the circumference of a circle to its diameter.
Symbol: π
Value: 3.14159265358979323846264338327950288

Other Formulas to find Surface Area of Ellipsoid

​Go Surface Area of Ellipsoid
SA=4π((ab)1.6075+(bc)1.6075+(ac)1.60753)11.6075
​Go Surface Area of Ellipsoid given Volume, Second, and Third Semi Axes
SA=4π((3V4πc)1.6075+(bc)1.6075+(3V4πb)1.60753)11.6075
​Go Surface Area of Ellipsoid given Volume, First, and Third Semi Axes
SA=4π((3V4πc)1.6075+(3V4πa)1.6075+(ac)1.60753)11.6075

How to Evaluate Surface Area of Ellipsoid given Volume, First, and Second Semi Axes?

Surface Area of Ellipsoid given Volume, First, and Second Semi Axes evaluator uses Surface Area of Ellipsoid = 4*pi*(((First Semi Axis of Ellipsoid*Second Semi Axis of Ellipsoid)^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*First Semi Axis of Ellipsoid))^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*Second Semi Axis of Ellipsoid))^(1.6075))/3)^(1/1.6075) to evaluate the Surface Area of Ellipsoid, Surface Area of Ellipsoid given Volume, First, and Second Semi Axes formula is defined as the amount or quantity of two dimensional space covered on the surface of Ellipsoid, and calculated using volume and first and second semi axes of the Ellipsoid. Surface Area of Ellipsoid is denoted by SA symbol.

How to evaluate Surface Area of Ellipsoid given Volume, First, and Second Semi Axes using this online evaluator? To use this online evaluator for Surface Area of Ellipsoid given Volume, First, and Second Semi Axes, enter First Semi Axis of Ellipsoid (a), Second Semi Axis of Ellipsoid (b) & Volume of Ellipsoid (V) and hit the calculate button.

FAQs on Surface Area of Ellipsoid given Volume, First, and Second Semi Axes

What is the formula to find Surface Area of Ellipsoid given Volume, First, and Second Semi Axes?
The formula of Surface Area of Ellipsoid given Volume, First, and Second Semi Axes is expressed as Surface Area of Ellipsoid = 4*pi*(((First Semi Axis of Ellipsoid*Second Semi Axis of Ellipsoid)^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*First Semi Axis of Ellipsoid))^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*Second Semi Axis of Ellipsoid))^(1.6075))/3)^(1/1.6075). Here is an example- 608.6864 = 4*pi*(((10*7)^(1.6075)+((3*1200)/(4*pi*10))^(1.6075)+((3*1200)/(4*pi*7))^(1.6075))/3)^(1/1.6075).
How to calculate Surface Area of Ellipsoid given Volume, First, and Second Semi Axes?
With First Semi Axis of Ellipsoid (a), Second Semi Axis of Ellipsoid (b) & Volume of Ellipsoid (V) we can find Surface Area of Ellipsoid given Volume, First, and Second Semi Axes using the formula - Surface Area of Ellipsoid = 4*pi*(((First Semi Axis of Ellipsoid*Second Semi Axis of Ellipsoid)^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*First Semi Axis of Ellipsoid))^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*Second Semi Axis of Ellipsoid))^(1.6075))/3)^(1/1.6075). This formula also uses Archimedes' constant .
What are the other ways to Calculate Surface Area of Ellipsoid?
Here are the different ways to Calculate Surface Area of Ellipsoid-
  • Surface Area of Ellipsoid=4*pi*(((First Semi Axis of Ellipsoid*Second Semi Axis of Ellipsoid)^(1.6075)+(Second Semi Axis of Ellipsoid*Third Semi Axis of Ellipsoid)^(1.6075)+(First Semi Axis of Ellipsoid*Third Semi Axis of Ellipsoid)^(1.6075))/3)^(1/1.6075)OpenImg
  • Surface Area of Ellipsoid=4*pi*((((3*Volume of Ellipsoid)/(4*pi*Third Semi Axis of Ellipsoid))^(1.6075)+(Second Semi Axis of Ellipsoid*Third Semi Axis of Ellipsoid)^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*Second Semi Axis of Ellipsoid))^(1.6075))/3)^(1/1.6075)OpenImg
  • Surface Area of Ellipsoid=4*pi*((((3*Volume of Ellipsoid)/(4*pi*Third Semi Axis of Ellipsoid))^(1.6075)+((3*Volume of Ellipsoid)/(4*pi*First Semi Axis of Ellipsoid))^(1.6075)+(First Semi Axis of Ellipsoid*Third Semi Axis of Ellipsoid)^(1.6075))/3)^(1/1.6075)OpenImg
Can the Surface Area of Ellipsoid given Volume, First, and Second Semi Axes be negative?
No, the Surface Area of Ellipsoid given Volume, First, and Second Semi Axes, measured in Area cannot be negative.
Which unit is used to measure Surface Area of Ellipsoid given Volume, First, and Second Semi Axes?
Surface Area of Ellipsoid given Volume, First, and Second Semi Axes is usually measured using the Square Meter[m²] for Area. Square Kilometer[m²], Square Centimeter[m²], Square Millimeter[m²] are the few other units in which Surface Area of Ellipsoid given Volume, First, and Second Semi Axes can be measured.
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