Can a triangle where a, b, and c are rational have an area of pi?

go look at the formula for area of a triangle

>>8973217
This.
Use heron's formula + transcendentality of pi.

>>8973209
No.

This problem is equivalent to squaring the circle.

>>8973209
>pi
>still believing in irrational numbers
Please take the rational trigonometry redpill, anon

1/2 * b *c = pi
Therefore b * c = pi/2

B and c must both be irrational

>>8973209
AREA=((real number base)*(real number height)/2

Real numbers are closed under multiplication and division

Area must be a real number