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  • X ft.
  • Help!
  • 30 ft.
  • Firefighter Joe got a distress call from a near by building where he has to figure out how high up the building a little girl is on top of the roof using a water-hose  at an 830 angle. Using Trigonometry he finds out that tan  830 x 30 = 244.3303928 therefore having the height of the building to be 244 ft. high.
  • 830
  • The Adventures with Firefighter Joe
  • He then goes out to save a raccoon standing 12 ft. away from  an X ft. high tree holding a net at a 750 angle in which he has to find out the exact distance to safely rescue the creature using trigonometry. By cos (750)x/1 X 12/6 =  6 ft.   
  • 6 ft.
  • 750
  • 12 ft.
  • X ft.
  • As firefighter Joe was about to wake up Jerry the raccoon, Jerry was already awake and easily jumped out of the tree and ran as far a way as it could. 
  • A couple weeks later firefighter Joe was finally able to go on vacation by himself... 
  • However one thing Joe forgot was the angle of elevation when his boat would be pulled upon in the dock
  • To get the angle of elevation he would use trig by the equation of sin A = 12/25 but then write the equation arcsin 12/25 to get the angle of elevation which is 28.7
  • 25 ft.
  • x0
  • 12 ft.
  • Thankfully firefighter Joe was able to make it back in time to get back to work . 
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