triangle ABC is right angle triangle at A and ADis perpendicular to BC
IfAB = 5 cm BC = 13 cm AC= 12 cm find the area of triangle ABC also find the length of AD
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Answer:area=30
AD=60/13
Step-by-step explanation:
Let AC be base and AB height.
Therefore,1/2*5*12=area of ABC
30=area of ABC
Now,let BC be base and AD height.
Area of ABC=1/2*13*AD
30=1/2*13*AD
60/13=AD
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According to the problem given :
i ) In right angled triangle BAC ,
<A = 90°
AB = 5 cm ,
AC = 12 cm
Area of the right angled triangle
= ( AB × AC )/2
= ( 5 cm × 12 cm )/2
= 5 cm × 6 cm
= 30 square cm ---( 1 )
ii ) In triangle ABC ,
BC perpendicular to AD ,
BC = 13 cm
area of triangle ABC = ( base × altitude )/2
30 sq cm = ( BC × AD )/3
30 = ( 13 × AD )/2
30 × 2 = 13 × AD
60 / 13 = AD
AD ≈ 4.615 square cm
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