what is the value of
Tanx+cotx=?
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tanx+cotx=?
Are u proving it to be equal to secxcscx?
tanx=sinx/cosx
cotx=cosx/sinx
Using common denominator, we have:
sinx/cosx+cosx/sinx=sin2x+cos2x/cosxsinx
We have a trig Identity: sin2x+cos2x=1
sin2x+cos2x/cosxsinx=1/cosxsinx
cscx=1/sinx
secx=1/cosx
Since we have:
1/cosxsinx=1/cosx⋅1/
sinx
=secx⋅cscx
Hope it helps
Are u proving it to be equal to secxcscx?
tanx=sinx/cosx
cotx=cosx/sinx
Using common denominator, we have:
sinx/cosx+cosx/sinx=sin2x+cos2x/cosxsinx
We have a trig Identity: sin2x+cos2x=1
sin2x+cos2x/cosxsinx=1/cosxsinx
cscx=1/sinx
secx=1/cosx
Since we have:
1/cosxsinx=1/cosx⋅1/
sinx
=secx⋅cscx
Hope it helps
Ritiksingh1338:
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