A and B are standing on ground 50 meters apart. The angles of elevation for these two to the top of a tree are 60° and 30°. What is height of the tree?

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TuteeHUB · Accepted Answer

$\frac{{25}}{{\sqrt 3- 1}}\,{	ext{m}}$$

TuteeHUB · Answer

$50\sqrt 3 \,{	ext{m}}$$

TuteeHUB · Answer

$\frac{{25}}{{\sqrt 3 }}\,{	ext{m}}$$

TuteeHUB · Answer

$25\sqrt 3 \,{	ext{m}}$$

1.	A and B are standing on ground 50 meters apart. The angles of elevation for these two to the top of a tree are 60° and 30°. What is height of the tree?
A.	$50\sqrt 3 \,{\text{m}}$$
B.	$\frac{{25}}{{\sqrt 3 }}\,{\text{m}}$$
C.	$25\sqrt 3 \,{\text{m}}$$
D.	$\frac{{25}}{{\sqrt 3- 1}}\,{\text{m}}$$
Answer» D. $\frac{{25}}{{\sqrt 3- 1}}\,{\text{m}}$$

A and B are standing on ground 50 meters apart. The angles of elevation for these two to the top of a tree are 60° and 30°. What is height of the tree?

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