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User Alexndm
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2 Answers

13 votes

Answer:height of the tree : 17.63 m

Explanation:

User Maddoxej
by
3.8k points
5 votes

Answer:

height of the tree : 17.63 m

create a proportional equation:


\hookrightarrow \sf (1.85)/(39.55-35.4) =(h)/(39.55)


\hookrightarrow \sf (1.85)/(4.15) =(h)/(39.55)


\hookrightarrow \sf (39.55)1.85} =(4.15)h}


\hookrightarrow \sf 4.15h= 73.1675


\hookrightarrow \sf h= (73.1675)/(4.15)


\hookrightarrow \sf h=17.63072...


\rightarrow \sf h=17.63

User Cristian Mora
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