Math, asked by locomaniac, 1 year ago

find alpha when:

tan alpha = - 1/4

Answers

Answered by shashankavsthi
4

 \tan( \alpha )  =  \frac{ - 1}{4}  \\  \alpha  = arc \tan( \frac{ -1 }{4} )  \\  \alpha  =  - arctan( \frac{1}{4} )
any further calculation ask in comment section.

shashankavsthi: good!
kspaneserpcd1d9: - 14.03624° in the fourth quadrant. you are intelligent. atan(- 1/4) is different from atan (1/ - 4)
shashankavsthi: would you tell me please how you calculated it with pen and paper....
locomaniac: guys...!! i am so new to all this stuff!! don't scare me xD
shashankavsthi: lovomaniac chill! some are here lroving they are best....
shashankavsthi: *proving* instead of Irovinh
locomaniac: I SEE.
kspaneserpcd1d9: please use the calculator in your mobile. punch inv then punch tan then punch -0.25. Cannot be done with pen and paper. Graphically, yes but approximate value.
shashankavsthi: kspaneserpcd1d19 in examination you have no graph not calculator I gave answer on the behalf of that
kspaneserpcd1d9: I can understand now.
Answered by NarwalVarsha
5
tan(α)=4−1​
α=arc tan(4−1​)
α=−arc tan(41​)​ 

locomaniac: thank you. god bless.
kspaneserpcd1d9: pl read ans by shashankavsthi
NarwalVarsha: why
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