I'm good at trigonometry but then also I'm not quite confident about my answers especially in " Trigonometry ratios of some special angles " and it looks irritating one also as I have to just put the values and solve it.
Give me some ways by which I can make it interesting .
Answers
Answered by
18
Hi ....
trigonometry is very wide!!.
first of you must have to remember ratio of the triagles ....like sin cos tan.....and so on ....
here is a method to remember it....
read the following sentence carefully:-
Some people have curly brown hair to present beauty.
No ...Let. hypotenuse=h
and perpendicular= p
base = b.
..... explanation:-...now took first' 3 word's ...
some people have .....use first' letter of these words which is s, p, ,h..
here s=sin.
so sin= p/h= perpendicular/hypotenuse.
similarly take next 3 words ......
we get .
ç=cos .
cos = b/h= base /hypotenuse!!!...
and again one more thing try to change all the ratios in form of sin ,cos ,tan....
2) about quadrant see picture!!!!......
and just chill ...it also happened with me ,.
but only do practice practice and only practice!!!!
. Hope it helped you!!!
trigonometry is very wide!!.
first of you must have to remember ratio of the triagles ....like sin cos tan.....and so on ....
here is a method to remember it....
read the following sentence carefully:-
Some people have curly brown hair to present beauty.
No ...Let. hypotenuse=h
and perpendicular= p
base = b.
..... explanation:-...now took first' 3 word's ...
some people have .....use first' letter of these words which is s, p, ,h..
here s=sin.
so sin= p/h= perpendicular/hypotenuse.
similarly take next 3 words ......
we get .
ç=cos .
cos = b/h= base /hypotenuse!!!...
and again one more thing try to change all the ratios in form of sin ,cos ,tan....
2) about quadrant see picture!!!!......
and just chill ...it also happened with me ,.
but only do practice practice and only practice!!!!
. Hope it helped you!!!
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Anonymous:
Thanks for helping me !
Answered by
33
Explanation:
The most interesting way of studying TRIGO ( according to my experience ) is by studying it through diagrams.
Make each example of the book, or each question of your exam paper as a diagram ( with all conventions in mind ).
It will be very-very easy for you to grasp trigonometric identities at a faster rate than anyone else.
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.. Hope it helps.
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Regards,
Mihirskechster1001
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.. #BeBrainly
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