- Nov 19, 2001
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My daughter is working vector homework for physics. Her problem states:
A truck travels beneath an airplane that is
moving 160 km/h at an angle of 45◦ to the
ground.
How fast must the truck travel to stay be-
neath the airplane?
Answer in units of km/h.
So, we know that the formula for Vx (truck speed) is Vx = Vcos°, such that Vx = 160cos(45).
Now, when we enter this in a Ti-83 calculator we get 84.1 km/h, and when we put this in a search bar, we get the same result (google search bar has built in math answer response now). However, when we hit enter on the yahoo search bar the search result page comes up with a calculator and the answer 113.1 km/h. The 113.1 is the right answer.
We entered this formula the same way in the calculator and the search bar. Why is it that only the yahoo search result page gives us the correct answer?
EDIT: Nevermind. My daughter had the Ti set to Radian instead of Degree. sigh....
A truck travels beneath an airplane that is
moving 160 km/h at an angle of 45◦ to the
ground.
How fast must the truck travel to stay be-
neath the airplane?
Answer in units of km/h.
So, we know that the formula for Vx (truck speed) is Vx = Vcos°, such that Vx = 160cos(45).
Now, when we enter this in a Ti-83 calculator we get 84.1 km/h, and when we put this in a search bar, we get the same result (google search bar has built in math answer response now). However, when we hit enter on the yahoo search bar the search result page comes up with a calculator and the answer 113.1 km/h. The 113.1 is the right answer.
We entered this formula the same way in the calculator and the search bar. Why is it that only the yahoo search result page gives us the correct answer?
EDIT: Nevermind. My daughter had the Ti set to Radian instead of Degree. sigh....
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