Fireman Dave Saves the Day

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Fireman Dave Saves the Day
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  • Hi! My name is Dave and I'm a fireman. I like to patrol my city looking for things to save!
  • ?!
  • On Daves patrol he notices a cat stuck in a tree. He finds that he's 10 feet from the tree and his angle to the cat is 55°. He uses trig to determine how tall of a ladder he'll need. He finds that tan 55° =x / 10. This tells him that the tree is 14.3 feet tall, which helps him rescue the cat!
  • 55 °
  • 10 ft
  • X ft
  • Dave gets a call from someone stuck in a cave. He needs to drive his truck down the narrow space, so he uses trig to determine if he can make it. He knows the tunnel is 50 ft tall, and his angle to the ceiling is 70°.  He uses trig to determine that tan 70°=50/x. This tells him that the cave is 18.2 ft wide. Luckily his truck is only 15 feet wide so Dave can save the day!
  • ?!
  • 70°
  • X ft
  • Help!!!
  • 50 ft
  • Dave can't catch a break! He finds a burning building full of people. He knows he is 15 ft away from the building, and the fire is 23 ft up the building. Using trig, he determines the angle that he needs to aim his hose to put out the fire. Tan X=23/15 is the equation he uses, which means the angle to the fire is 56.9°. With this knowledge, he puts out the fire and saves everyone inside!
  • 23 ft
  • 
  • X°
  • 15 ft
  • ?!
  • The End!!!
  • After a long day of work Dave finally gets to sit down and relax.
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