Achild lies on the ground and looks up at the top of a 14-ft tree nearby. the child is 7 ft away from the tree. what is the angle of elevation from the child to the top of the tree? round to the nearest whole degree.

The angle of elevation from the child to the top of the tree is  63°

Step-by-step explanation:

To solve this problem, we are simply going to use the trig.ratio formula

SOH CAH TOA

sin θ  =  

cosθ =

tan θ =

We have our adjacent = 7 ft  and opposite = 14 ft

Therefore, we are going to use the formula;

tan θ =

tan θ =

tan θ =  2

We are going to take the of both-side in order to get the value of  θ  

tan θ =   2

               θ = 63.43

               θ = 63°

Therefore, the angle of elevation from the child to the top of the tree is  63°

d 600 because 15*10*2=300

300+300=600

step-by-step explanation: