What Is the Correct Way to Calculate Theta in Trigonometry?

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The discussion centers on the correct calculation of the tangent in trigonometry, specifically regarding the ratio of the opposite side to the adjacent side of a triangle. The correct calculation is established as tan(θ) = 6/6.7, resulting in approximately 0.8955. There is a clarification that this value represents the tangent of the angle, and to find the angle itself, the arctangent function should be used. A participant acknowledges a mistake in their initial calculation by not using the arctangent function. The conversation emphasizes the importance of understanding the definitions and functions in trigonometry for accurate calculations.
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Hi all


question on triangometry .


1.JPG


I know solve this quetion put are we saying :

tan = 6/6.7 = 0.8955

or tan =6/6.7 =0.0156

I don't n did we take tan or direct divide 6/6.7 = 0.8955

I want your help please .
 
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TRIANGOMETRY?

What is tangent definition?

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thanks >> I understand now
 
[URL]http://www.bpp.com.pl/IMG/faint.gif[/URL]
 
Last edited by a moderator:
you divide the opposite side/adjacent side to the angle θ, which is 6/6.7= 0.89.

Then you take the tangent of this number, tan(0.89) = .0156 as your final answer
 
Borek said:
[PLAIN]http://www.bpp.com.pl/IMG/faint.gif[/QUOTE]

hey ... where did you get it from?

EDIT: understood...
 
Last edited by a moderator:
k-rod AP 2010 said:
you divide the opposite side/adjacent side to the angle θ, which is 6/6.7= 0.89.

Then you take the tangent of this number, tan(0.89) = .0156 as your final answer

No, the opposite side divided by the adjacent side already is the tangent of theta
 
Theaumasch said:
No, the opposite side divided by the adjacent side already is the tangent of theta

ohh ur right, i meant to say you would take the arctangent to find out the theta. i forgot to hit arctangent on my calculator and just put the number w/o paying attention. my bad, :-p
 

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