B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 38°. BÂC=43∘C=43^\circC=43∘, BĈA=51∘A=51^\circA=51∘ and AC=29,9mAC=29{,}9mAC=29,9m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 38°. BÂC=42∘C=42^\circC=42∘, BĈA=54∘A=54^\circA=54∘ and AC=28,5mAC=28{,}5mAC=28,5m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 44°. BÂC=54∘C=54^\circC=54∘, BĈA=54∘A=54^\circA=54∘ and AC=46,3mAC=46{,}3mAC=46,3m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 42°. BÂC=43∘C=43^\circC=43∘, BĈA=44∘A=44^\circA=44∘ and AC=36,2mAC=36{,}2mAC=36,2m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 30°. BÂC=55∘C=55^\circC=55∘, BĈA=49∘A=49^\circA=49∘ and AC=31,7mAC=31{,}7mAC=31,7m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 32°. BÂC=68∘C=68^\circC=68∘, BĈA=41∘A=41^\circA=41∘ and AC=35mAC=35mAC=35m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 36°. BÂC=48∘C=48^\circC=48∘, BĈA=54∘A=54^\circA=54∘ and AC=59,5mAC=59{,}5mAC=59,5m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 48°. BÂC=53∘C=53^\circC=53∘, BĈA=45∘A=45^\circA=45∘ and AC=30,9mAC=30{,}9mAC=30,9m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 43°. BÂC=58∘C=58^\circC=58∘, BĈA=63∘A=63^\circA=63∘ and AC=56mAC=56mAC=56m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 25°. BÂC=62∘C=62^\circC=62∘, BĈA=48∘A=48^\circA=48∘ and AC=47,6mAC=47{,}6mAC=47,6m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 36°. BÂC=42∘C=42^\circC=42∘, BĈA=50∘A=50^\circA=50∘ and AC=39,4mAC=39{,}4mAC=39,4m. Calculate the height TB of the tower, correct to two decimal places.
B, A and C are three points in the same horizontal plane, and TB is a vertical tower. The angle of elevation of T from A is 27°. BÂC=60∘C=60^\circC=60∘, BĈA=53∘A=53^\circA=53∘ and AC=35,7mAC=35{,}7mAC=35,7m. Calculate the height TB of the tower, correct to two decimal places.
