Write seco in terms of coso, sin 0, tan
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Answer:
cosA=
1−sin
2
A
→(1)
as, cos
2
θ+sin
2
θ=1
tanA=
cosA
sinA
=
1−sin
2
A
sinA
( from (1) )
& secA=
cosA
1
=
1−sin
2
A
1
( From (1) )
so, cosA=
1−sin
2
A
,tanA=
1−sin
2
A
sinA
& secA=
1−sin
2
A
1
Step-by-step explanation:
hope it's helps you!!!
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