Answer:
Height of the antenna = 28 ft (Approx)
Given:
Length of base = 300 ft
Angle of elevation to the building = 40°
Angle of elevation to the antenna = 43°
Find:
Height of the antenna
Computation:
Using trigonometry function:
Tan40° = Height of building / Length of base
Height of building = 251.73 ft
Tan43° = [Height of building + Height of the antenna] / Length of base
0.9325 = [251.73 + Height of the antenna] / 300
Height of the antenna = 28.02 ft
Height of the antenna = 28 ft (Approx)
Answer:
I think its c
Step-by-step explanation:
The line on the top means it is repeated
Well, how do you find the measures of angles when you have a right angle and one angle measurement?
Answer:
-2
Step-by-step explanation:
because we can solve and get answer
Answer:
(-5,2)(-3,0)(-2,-1)
Step-by-step explanation:
-5,-2,-3,2,0,-1
Three Parts-Same total
(-5,2)(-3,0)(-2,-1)
-5 + 2 =-3
-3+0= -3
-2 + -1= -3
[RevyBreeze]
