please help! An observer is standing in a lighthouse 96 feet above the level of the water. The angle of depression of a buoy is 22°. What is the horizontal distance between the observer and the buoy (to the nearest whole number)? https://media.glynlyon.com/g_trg_2013/1/angle_dep_22.gif 39 ft 238 ft 256 ft
Are you assuming the buoy is at sea level?
Think: TOA
ummm i just tried to calculate it by myself and i got 238ft?
Would you like to get a textbook, so we can work from the same text? It's free.
i would like to but im kind of in a hurry right now): so is my answer correct?
Yeah, that sounds right to me.
I don't know. I'm studying this stuff myself. Or at least TRYING to find people to study with. But if you've got to go.
Does anybody on here want to actually STUDY?
Why is it incorrect?
Maybe we could, like, study Trigonometry? Could you go in for that? Might be fun.
I am getting the same answer you got.
How'd you get it?
96 / tan(22)
@DonaldRoyMiller -- I don't need to study, but if you have any Trig questions I'd be glad to help.
Yeah, that's definitely the answer.
I'm mostly interested in studying, but I'll look you up if I can't find anyone to study with. Check this out. It's good if you want to have a common textbook to work from with someone. http://opencoursescholar.wordpress.com/resources/openstax-textbooks/ In this case you would go to trigonometry and click on that, but all those titles are free.
237.61 feet, right?
yeah, but the question wanted you to round to the nearest whole number
Or would it be at three decimal places, since that's one of the options (answers)?
Oh, didn't catch that. Got sidetracked on the other stuff.
do you know how to round off?
I'm a little fuzzy on it. But I know where to look. I have the textbooks. Did you catch that link I placed on here?
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