sec square theta +tan square theta =7 , find the value of theta.
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Answered by
7
sec²@+tan²@=7,...........eq(1),
since
sec²@-tan²@=1,............eq(2),
now adding eq(1) and eq(2), we get
2sec²@=8,
sec²@=4,
then
sec@=√4,
sec@=2,
sec@=sec60°,
then
@=60°
since
sec²@-tan²@=1,............eq(2),
now adding eq(1) and eq(2), we get
2sec²@=8,
sec²@=4,
then
sec@=√4,
sec@=2,
sec@=sec60°,
then
@=60°
Answered by
8
Sec²x+tan²x=7
And there is a identity.
sec²x- tan²x=1
Subtract both formula
2tan²x=6
tan²x=3
tanx=√3
Hence x=60°
susheellattala:
Hi Abhishek please mark my answer as BRAINLIEST
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