Refresh my memory on how to do these please?
???
Can you post what you need help with please. That's the only way we can help.
Sorry, I was doing something. Just calm down. :p A person is watching a boat from the top of a lighthouse. The boat is approaching the lighthouse directly. When first noticed the angle of depression to the boat is 14°52'. When the boat stops, the angle of depression is 45°10'. The lighthouse is 200 feet tall. How far did the boat travel from when it was first noticed until it stopped? Round your answer to the hundredths place.
The ship is 753.41894586679260033786599409599 feet away at the start: a / Tan (A) where a is the height of the right triangle 200 ft and A is the starting angle of depression 14.866666666666666666666666666667. The ship is 198.83981872353961136157012429635 feet away at the end: a / Tan (A) where a is the height of the right triangle 200 ft and A is the starting angle of depression 45.166666666666666666666666666667. So the ship traveled the distance between the two: 554.57912714325298897629586979955 or rounded: 554.58 feet
I can't remember how to change the 45deg52ft. to just degrees...
@ScarlettBlack
If you think about it as a triangle. you're saying 45deg52ft You need to tell me the function. is that multiplying? Is the answer in degrees or feet also is the question multiple choice?
It's a fill in question, no choices. You got the answer right, I've done this question before, I just don't remember how...
?
Did you see what I wrote above the answer?
Yes, but you didn't show how you changed it, you already had it changed to 14. something.
200(cot(14+52/60)-cot(45+10/60)) you would enter it into a calculator like this
the 14 comes from what you said about 14 degrees earlier
Refer to the solution attached. Mathematica 9 Home Edition was used for the calculations.
Oh, yeah! Now I remember. Thanks! God bless you guys! <3
sure
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