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Lan Pham science forum beginner
Joined: 18 Jun 2005
Posts: 3
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Posted: Sat Jun 18, 2005 3:32 am Post subject:
please help
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Hi all,
i need help, here the question:
1. From a point on the ground the angle of elevation to a ledge on a building is 27°, and the distance to the base of the building is 45 meters. How many meters high is the ledge?
meters high is the ledge?
the correct answer is 45/tg 27 degree. I dont know why? pleaee help. thanks |
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Lost Maths Worker science forum beginner
Joined: 03 May 2005
Posts: 18
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Posted: Sat Jun 18, 2005 4:38 am Post subject:
Re: please help
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45cos27 = x
where x = height
x = around 40.10m |
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Jeremy Watts science forum Guru Wannabe
Joined: 24 Mar 2005
Posts: 239
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Posted: Sat Jun 18, 2005 7:50 am Post subject:
Re: please help
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"Lan Pham" <Lanpham26@yahoo.com> wrote in message
news:1719877.1119065584627.JavaMail.jakarta@nitrogen.mathforum.org...
| Quote: | Hi all,
i need help, here the question:
1. From a point on the ground the angle of elevation to a ledge on a
building is 27°, and the distance to the base of the building is 45
meters. How many meters high is the ledge?
meters high is the ledge?
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what do you know about trigonometry? the tan of an angle is defined as the
'opposite' / 'adjacent' . Here the 'opposite' will be the height of the
ledge, the 'adjacent' the distance from the observer to the building, you
can do the rest
| Quote: |
the correct answer is 45/tg 27 degree. I dont know why? pleaee help.
thanks |
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Anon science forum Guru Wannabe
Joined: 03 Jun 2005
Posts: 184
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Posted: Sat Jun 18, 2005 12:56 pm Post subject:
Re: please help
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On Fri, 17 Jun 2005 23:32:34 EDT, Lan Pham <Lanpham26@yahoo.com>
wrote:
| Quote: | Hi all,
i need help, here the question:
1. From a point on the ground the angle of elevation to a ledge on
a building is 27°, and the distance to the base of the building is
45 meters. How many meters high is the ledge?
the correct answer is 45/tg 27 degree. I dont know why? pleaee help. thanks
|
Not correct.
tangent( 27 degrees ) = 'opposite' (height of ledge) divided by
'adjacent' (distance to base of building)
So tan(27 degrees) = h / 45, or
h = 45 x tan(27 degrees), in meters |
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Guest
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Posted: Sat Jun 18, 2005 2:32 pm Post subject:
Re: please help
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Lost Maths Worker wrote:
| Quote: | 45cos27 = x
where x = height
x = around 40.10m
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No, x = 45*tan(27). |
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Barry Schwarz science forum beginner
Joined: 30 Apr 2005
Posts: 31
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Posted: Sat Jun 18, 2005 4:05 pm Post subject:
Re: please help
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On Fri, 17 Jun 2005 23:32:34 EDT, Lan Pham <Lanpham26@yahoo.com>
wrote:
| Quote: | Hi all,
i need help, here the question:
1. From a point on the ground the angle of elevation to a ledge on a building is 27°, and the distance to the base of the building is 45 meters. How many meters high is the ledge?
meters high is the ledge?
the correct answer is 45/tg 27 degree. I dont know why? pleaee help. thanks
If the building is vertical, then you have right triangle. The |
definition of tangent is opposite side over adjacent side. The
opposite side is the height of the ledge, call it h. The adjacent
side is 35 meters. Therefore tan(27) = h/45 and h = 45*tan(27).
45/tan(27) is incorrect.
<<Remove the del for email>> |
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Lan Pham science forum beginner
Joined: 18 Jun 2005
Posts: 3
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Posted: Sun Jun 19, 2005 2:52 am Post subject:
Re: please help
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yes
im sorry, the correct answer is 45*tg(27)
thank all |
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