The lengths of the sides of a triangle are 33cm,44cm and 55cm respectively.FFind the area of the triangle and hence find the height corresponding to the side measuring 44cm
jsdcorreo:
area=786cm², height=33cm -- http://triancal.esy.es/?a=33&b=44&c=55
Answers
Answered by
23
using herons formula find the area
s =33 +55+44÷2 =66
area=

=726
726=1/2×44×h
h=33
s =33 +55+44÷2 =66
area=
=726
726=1/2×44×h
h=33
Answered by
8
it is very simple because it is right angled triangle (square of 55=sum of squares of 33 and 44,so corresponding side of 44 is 33
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