366,430 views
45 votes
45 votes
How tall is the tree?
5ft
35°
-20ft-
[? ]ft

How tall is the tree? 5ft 35° -20ft- [? ]ft-example-1
User Gavin Simpson
by
2.7k points

2 Answers

22 votes
22 votes

Answer:

19.00 ft to the nearest hundredth.

Explanation:

tan 35 = h / 20

h = 20 tan 35

Now we add the man's height

Total height of the tree

= 20 tan 35 + 5

= 19.00 ft to the nearest hundredth.

User Oldrock
by
3.1k points
20 votes
20 votes

Answer:


  • \boxed{\bf 19ft}

Explanation:


\bf tan\:\theta =\cfrac{opp}{adj}


\bf tan(35^o)=\cfrac{x}{20}


\bf 20\;tan (35^o)=x


\bf 14ft=x

The height of the tree:-


  • \bf x+5ft

  • \bf 14ft+5ft

  • \bf 19ft
User Jugi
by
3.3k points