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THE BOY WITH A KITE
A boy named Michael was walking on the sidewalk with his kite
15 feet
x
70°
As he walks further he noticed that the kite is high like the gray house. he is curious on how high is that house because his kite is almost higher than that house . He is standing 15 feet away from the gray house. He looks up on that house with an angle of 70 degrees
With my adjacent being 15 feet and my hypotenuse is x .Therefore with 15/cos(70) = 43.86 so the house was 44 feet high
65 feet
?
X
60°
As he walks further he came across this yellow house and he was curious on how long is his kite including the string. He looks up to the house with an angle of 60 degrees and with the height of the house which is 65 feet
The house is 65 feet tall and I look up to it at an angle of 60 degrees therefore with 65/tan(60)=37.53 which means the kite is 38 feet long
38 feet
47 feet
He walks by this pink building and he is curious on what the angle is with the hypotenuse being 47 feet and the building being 38 feet tall
with our hypotenuse being 38 feet and our opposite being 47 feet our solution will be 38/47=0.81 sin^-1(0.81)= 53.96 which means our angle is 54 degrees
That was a nice walk
After walking around with his kite and solving 3 problems using sin, cos and tan Michael went home
THE END

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