How tall is the tower?
60°
7 ft
50 ft
? ft
Round to the nearest tenth.
Enter
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Answer:
The height of the tower is 94 ft
Step-by-step explanation:
In a given right angle triangle we will use ''sohcahtoa".
tan (60°) = opp/adj
tan (60°) = x/50
√3 = x/50
x = 50√3
x = 50 × 1.732
x = 86.6
Now, The height of the tower is (x + 7)
86.6 + 7 = 93.6 ≈ 94
Thus, The height of the tower is 94 ft
-TheUnknownScientist 72