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Reply Forum Index -> Trignometry originally posted here on IIT-JEE / AIEEE community   
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Sambit Senapati (137)

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 Find the value of-

    
Sambit Senapati (137)

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 Find the value of

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Sambit Senapati (137)

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 Hint: Multiply and divide by sin1

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hemang (1555)

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http://www.goiit.com/posts/list/algebra-remainder-1126596.htm

 

hey i did it by the way of congruences.....

i am working on this one.


mathematics is the food of my soul.
There are 3 types of people in the world. Those who can count and those who can't . :-)

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Sambit Senapati (137)

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 Ya I saw it on AoPS. By the way I'm still a beginner in congruences. Can you suggest a nice website to learn it?

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hemang (1555)

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1/[sin45*sin46] + 1/[sin47*sin48] + …………. 1/[sin133*sin134]

 

Or, (1/sin1) {sin1/[sin45*sin46] + sin1/[sin47*sin48] + …………. +Sin1/[sin133*sin134]}

 

Or, (1/sin1) {sin(46-45)/[sin45*sin46] + sin(48-47)/[sin47*sin48] + …………. +Sin(134-133)/[sin133*sin134]}

 

Or,  (1/sin1) {(sin46cos45-cos46sin45)/[sin45*sin46] + (sin48cos47-cos48sin47)/[sin47*sin48] + …………. +(sin134cos133-cos134sin133)/[sin133*sin134]}

 

Or, (1/sin1){ cot45 – cot46 + cot47 – cot48 + ………..+ cot133 – cot134}

 

Or, (1/sin1){ cot45 – cot46 + cot47 – cot48 + ……+cot89 – cot90 + cot91 – cot92…..+ cot133 – cot134}

Also cot(180-x) = - cotx

 

Or, (1/sin1){ cot45 – cot46 + cot47 – cot48 + ……+cot89 – cot90 –cot89 +cot88…..- cot47 + cot46}

 

Or, (1/sin1) ( cot45 – cot90)

 

Or, (1/sin1) answer……….

 


mathematics is the food of my soul.
There are 3 types of people in the world. Those who can count and those who can't . :-)

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hemang (1555)

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https://www.codecogs.com

 

this will help you with the latex thing. :-)

it is awesome...

and for that congruences thing i would say try to solve the thousands of problems on Aops...

which book you use? i mean for mathematics apart from iitjee??

 


mathematics is the food of my soul.
There are 3 types of people in the world. Those who can count and those who can't . :-)

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Sambit Senapati (137)

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 check your dashboard. i dont think it would be appropriate to have a conversation over here.

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Manasi (3976)

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hemang has already solved the question!


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