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trig comicbook
Updated: 9/16/2020
trig comicbook
This storyboard was created with StoryboardThat.com

Storyboard Text

  • This is Captain Mistreso. She tries to save people when they need help. She, along with many other superhero's work for a company which is dedicating to help when people are in danger. her superpower is flying and being extremely quick at solving maths problemsCaptain mistreso will be showing how trigonometry maths is involved in her daily life when it comes to helping save people’s lives.
  • On a Saturday, Captain Mistresso has been alerted that there is a girl who is trapped in an apartment which has caught fire.
  • RING RINGG!!!
  • Hey there Captain Mistreso! You have got another mission to accomplish
  • However, we are afraid you do not have enough time to travel that much, so you will have to find a short cut, which unfortunately our GPS does not offer. PS you're flying power is also decreasing beacuse of your injury so you better hurry!
  • There is a girl stuck on the top of an apartment which has caught fire!
  • Our GPS tells us that you will first have to travel 30km due west and then 33.5km south.
  • Mistresso uses pythagora's theorm to figure out the distance she has to travel using a short cut. ....But thats not all! She has to also find the angle which she has to travel in.
  • 33.5km
  • Apartment (apt.)
  • c
  • 30km
  • c²=a²+b² c²=30²+33.5²c²=900+1122.25 c²= 2022.25c= 45km
  • Captain Mistreso's home
  • Captain Mistresso uses SOH to find the missing angle in order to figure out the direction in which she travels
  • 33.5km
  • Apartment (apt.)
  • 45km
  • 30km
  • sin(x)=opposite/hypotenusesin(x)= 33.5 / 45x= sin^-1(33.5 / 45)x= 48 degrees
  • Angle to find
  • Captain Mistreso's home
  • She is now at the bottom of the apartment. Mistresso's flying ability has finished for now and has no time to charge it. She will have to use only her maths abilities to figure out a way. Mistresso decides that she will use a ladder to climb up the building. But first she has to figure out the height of the building in order to find a ladder just as tall. There is no time for trial and error!
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