Jamie's very smart. He figured out the special triangle with what he remembered in class. Since he knows that the two sides are equal, he figured out that the hypotenuse is square root 2 of 6
X
45
6
90
45
6
(√2) 6
This is Jamie. He's a 7-year-old boy, and he likes geometry a lot. But there's a problem: he has a troubling older sister, Jill, who also likes to prank him. Jamie likes to go to a specific tree and climb it. While walking to his favorite Tree, he finishes a special triangles game he made. But one day, something happens...
Dia: 2
Jamie goes to the tree, and sees his sister, Jill, at the very top of the tree, throwing tomatoes at him. Jamie wants to figure out how far she went up. Jamie looks at an angle of 40, and knows the height of the tree to be 15 feet, How far is the distance between Jill and Jamie?
Jamie knows to use Sin(40) since he's look at the angle of 40. He also knows the tree's height of 15, but not how far she climbed up. Jamie then figures out that Sin(40)=15/x , making it 15/Sin (40) to get 23.3 feet
X
15
40
What if Jamie...knew adjacent of 16 but doesn't know height: Tan(40)= x/16, 16xTan(40)=12.4 or 13 ftOrKnows Hypotenuse of 23, but no adjacent:Cos(40)=23/x, 23/Cos(40)= 27.4 or 27
Dia: 3
she threw it so far! I'll get Jill back, just she wait...
After getting home, Jamie is frustrated that he's covered with pie. So Jamie plans to get her back.
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