A helicopter flying 3,919 feet above ground spots the top of a 131-foot tall tower at an angle of depression of 75°. How far must the helicopter fly to be directly over the tower? Round to the nearest tenth.
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Step-by-step explanation:
tan45o=BCAC
1=BC300
BC=300m
tan60o=CDAC
3=CD300
CD=3300×33
=33003=1003=1.732×100=173.2
width of river =BC+CD=300+173.2=473.2m
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