Exradius Opposite to ∠C of Triangle in Triangle Formulas

Exradius Opposite to ∠C of triangle is the radius of circle formed with center as point of intersection of internal angle bisector of ∠C and external angle bisectors of other two angles. And is denoted by r_e(∠C). Exradius Opposite to ∠C of Triangle is usually measured using the Meter for Length. Note that the value of Exradius Opposite to ∠C of Triangle is always positive.

Triangle formulas that make use of Exradius Opposite to ∠C of Triangle

fxArea of Triangle given Three Exradii and InradiusGo

fxCircumradius of Triangle given Three Exradii and InradiusGo

fxInradius of Triangle given Three ExradiiGo

FAQ

What is the Exradius Opposite to ∠C of Triangle?

Exradius Opposite to ∠C of triangle is the radius of circle formed with center as point of intersection of internal angle bisector of ∠C and external angle bisectors of other two angles. Exradius Opposite to ∠C of Triangle is usually measured using the Meter for Length. Note that the value of Exradius Opposite to ∠C of Triangle is always positive.

Can the Exradius Opposite to ∠C of Triangle be negative?

No, the Exradius Opposite to ∠C of Triangle, measured in Length cannot be negative.

What unit is used to measure Exradius Opposite to ∠C of Triangle?

Exradius Opposite to ∠C of Triangle is usually measured using the Meter[m] for Length. Millimeter[m], Kilometer[m], Decimeter[m] are the few other units in which Exradius Opposite to ∠C of Triangle can be measured.

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