The soccer ball stuck in tree
Siužetinės Linijos Tekstas
- But Aidan was thinking and made a hypothetical question...
- If the tree is taller than 30 feet, let's say hypothetically, 40 feet and we are 21 feet away from the tree... I wonder what will the angle be?
- hmm...
- come on let's go!
- Then they decided to solve for it...
- Let's solve it then!
- Good question, then we would have to use inverse trigonometry and that would be tangent.
- They got the answer and seemed surprised...
- According to my calculation on my phone, the angle would be 62.3 degrees. Wow!
- Then the equation will be tan-1(40/21) and simple, use a calculator
- Wow... That's pretty surprising!
- But again, they have another hypothetical question...
- Yes, it's different. But similar also...
- Then what if the tree is 35 feet tall and 70 degrees angle looking up. How close we would be to the tree? The equation is little different this time...
- They solved the question and got the answer...
- You read my mind. We would be 12.7 feet away from the tree.
- Please that's easy. X would be moved with tan(70) and do 35 divided by tan(70)
- Then they decided to play soccer instead of going home... THE END!
- One more round of soccer, please???
- Fine, but don't kick again in the tree!
- The equation would be like... tan(70) = 35/x
- Yeah that would make sense...
- I won't, I promise!
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