Because of pythorgas theorm: (adjacent side)^2+(opposite side)^2=(long side)^2 in any right angle triangle, (Line AB)^2+(Line BC)^2=(18cm)^2 =324cm2 (Line AB)^2=(Line BC^2), so 2 Line AB^2=324cm2 Line AB^2=162cm2 Line AB=sqrt(162cm2) Line BC=sqrt(162cm2) Area of triangle ABC=1/2xBCxAB =1/2xsqrt(162cm2)^2 =1/2x162cm2 =81cm2
Because of pythorgas theorm:
ReplyDelete(adjacent side)^2+(opposite side)^2=(long side)^2 in any right angle triangle,
(Line AB)^2+(Line BC)^2=(18cm)^2
=324cm2
(Line AB)^2=(Line BC^2), so
2 Line AB^2=324cm2
Line AB^2=162cm2
Line AB=sqrt(162cm2)
Line BC=sqrt(162cm2)
Area of triangle ABC=1/2xBCxAB
=1/2xsqrt(162cm2)^2
=1/2x162cm2
=81cm2