if sin alpha +cos alpha =2 find the value of sin^10alpha +cos^10alpha
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sinα+cosecα=2
sinα+sinα1=2
sin2α+1=2sinα
sin2α−2sinα+1=0
(sinα−1)2=0
sinα=1
hence,
cosecα=sinα1=1
now,
sinnα+cscnα=(1)n+(1)n=1+1=2
Answer:
=2
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