Storyboard Text
- Slide: 1
- Oh no how will i get my cat i must calculate the sides and angles of this right triangle to find out how to get her
- Slide: 2
- Now i just have to calculate the remaining sides and angles using triginometry and the pythagreom theorem to determine how and what i will use to get my cat back
- 50 degrees
- 30 Meters
- Slide: 3
- 50 degrees
- 30 Meters
- ugh, since i have just hurt my leg i can calculate the exterior angle from that plane that had just crashed so i can climb up and get supplies from that window
- Slide: 4
- Now that we have the height (25.2) which we can call "a" and the length 30 which we can call "b" we can use the pythagreom theorem a^2+b^2=c^2 in this case it would be 30^2+25.2^2=c^2 so using a calculator we can simplify it too 900+635=c^2 which would make C approximately 39. This means the hypotenuse is equal to 39
- 50 degrees
- 30 Meters
- Next step is to find the exterior angle and the final angle in the interior of the triangle, to do so we know that theta = 50 and that it is a supplementary angle so we have to do 180- theta so 180-50 which=130 so the exterior angle is 30. Next is the final step is too find the last angle which we just do 90+50+x=180 and solve to be 40 so the last angle is 40 degrees
- So here you would have to use SOHCAHTOA to indentify that here we need to use cosin adj/opp since we have the adjacent angle (30) and theta (50 degrees) we then need to do Tan (50) / 1 times 30 / 1 we can do cross multiplication to figure out its 30/tan(50) which is equal to 25.2 meters which is the length
- Slide: 5
- now we just fill everything in!!
- 40 degrees
- 39 meteres
- 25.2 meters
- 130 degrees
- 50 degrees
- 90 degrees
- 30 Meters
- Hooray now i just need a parallel lined ladder to get my cat and im done!!!
- Slide: 6
- now just get the cat!!!!
- 40 degrees
- 39 meteres
- 25.2 meters
- 130 degrees
- 50 degrees
- 90 degrees
- 30 Meters
- Finally, the parallel ladder worked and im reunited with my cat thanks for your help!!!
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