I think from here to there world be a great angle for a photo, but first let's find out
A= 8
By: Magtulis, Efrelle Therese
A
By: Magtulis, Efrelle Therese
60°
2m
x
This stable is said to be the home of the mighty horse of the great warrior!
Let's figure out how tall it is!
x
15 m
A adult woman was taking a selfie at a old farm house she wanted a great angle for a photo, it is said that the height of this place is 5 meters and the distance from here to there is 8 meters, so it is tan A= 3/8 and then transpose tangent and move other tangent to the top.A= tan-1= 5/8 and the angle is 32.01°
By: Francisco, Daniel Gabriel
4 ft
7 ft
60°
x
I know right, it's awesome!
Adriel and Rose was amazed by the house of the mighty horse of the great warrior and they wanted to found out how tall it is. It looks like the distance from here to there is 2 meters and the angle is 60°, so it is tan60° x=1.15m. The height of this stable is 1.15m.
20m
While Nic was strolling around the historic places he noticed a cat stuck between the roof of the preserved wooden houses he wants to help and he was able to know that the stands of the roof are 15 meters high, he is standing 45 meters away but he's not absolutely sure at what angle he should put the latter, he does Tan-1(x)=15/45 then he got 18 degrees.
By: Francisco, Daniel Gabriel
45m
Dan and his friends planned to go out and choose to explore historic places as they are wondering around they have stopped a floating building, as Dan is a swimmer he wanted to know the edge and the middle of the pool. Knowing that the middle of the pool is 4ft away and thinks that the height is 6 ft and angle of 60 deg, cos(60) times4= 0.125 ft.
Wow this is so cool the building floats!
Marvin discovered the one of the beautiful castle in England where kings and queens use to lived. He noticed the beautiful view where the sun sets, he also noticed that the shadow of the sun is 20 meters high and he is standing 15 meters away from the sun but he is not sure of the degree of the sun. He does Cos0=15/20 ∅= 41. 41 degrees.