A tree is brट्री इज ब्रोकन एंड हाइट ऑफ फॉ
र एम फ्रॉम द ग्राउंड इट स्टॉप
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Step-by-step explanation:
ABC is a tree before it broken at a point B
Let it's top touches the ground at A' when it broke at B.
Then, ∆A' CB is a right angled triangle at right angle at C.
Here A'C = 12cm,BC=5m
ACC. to the Pythagoras theorem
A'B2 =A'C2 + BC 2
A'B2=12 2+5 2
A'B2=144+25
A'B2=169
A'B2=13 2
A'B=13 [A'B=AB]
AC=A'B+BC=(13+5)m=18m
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