bloo and peep ultrA

bloo and peep ultrA
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  • PEEP & THE CITY
  • 30˚
  • X
  • 40ft
  • 15ft
  • 45˚
  • X
  • Peep the flamingo wants to climb to the rooftops so she can see the city!
  • X˚
  • 15ft
  • The building is 40 ft tall. Peep wants to know how far she will fly if she takes off at a 30˚angle of elevation. She finds that sin30˚ = XXX So x = 80 ft. Peep must fly 80 ft to get to the top of the building, but it is TOO TALL!
  • X˚
  • 15ft
  • Now, Peep wants to fly onto the shorter building, but she needs to know how far away it is first. She stands 15ft from the base of the building and looks at her favorite rooftop spot at a 45˚ angle.  How far is she from her spot? She says: cos45˚= XX . She is about 21 ft away from her spot. 
  • YAY!
  • Now that Peep has made it to the rooftop, she wants to fly to a tree that is 15 ft across from where she is standing and about 9 ft from the ground. She needs to know at what angle of depression she should fly. 
  • 9ft
  • To calculate this, Peep finds that tan   (  XX) = x˚. Peep must fly at an angle of depression at about 31˚ to get to the tree.
  • 9ft
  • YAY! Peep has finally made it to the park after a long day of flying around the city!
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