Sec sq 2x =1-tan 2 x
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sec²2x=1-tan2x
1+tan²2x=1-tan2x
tan²2x=-tan2x
∴tan2x=0 or tan 2x= -1
tan2x=0
⇒ 2x=
∴x=/2
again,
tan 2x= -1
⇒2x=[tex]n \pi [/tex] -
∴x=()-
1+tan²2x=1-tan2x
tan²2x=-tan2x
∴tan2x=0 or tan 2x= -1
tan2x=0
⇒ 2x=
∴x=/2
again,
tan 2x= -1
⇒2x=[tex]n \pi [/tex] -
∴x=()-
akshatkotnala00:
Thanks bro
Answered by
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