if sin theta =4/5 then find the value of 3 sec theta -5 cos theta
Answers
Answered by
6
As sin teta=4/5
cos teta=3/5 and sec teta=5/3
Hence, 3sec teta-5cos teta=3*5/3 - 5*3/5
=5-3
=2
Answered by
5
sin A =4/5.
cos A=√(1-sin^2 A)
cosA = √(1 - (4/5)^2)
cos A = √ (1-16/25)
cos A = √(9/25)
cosA =3/5
sec A= 1 / cos A
secA = 5/3
so now ,
3 secA - 5cos A
=3 ×5/3 - 5×3/5
=15/3 -15/5
=5-3
=2.
HOPE IT HELPED !
THANKYOU !
BE BRAINLY !
cos A=√(1-sin^2 A)
cosA = √(1 - (4/5)^2)
cos A = √ (1-16/25)
cos A = √(9/25)
cosA =3/5
sec A= 1 / cos A
secA = 5/3
so now ,
3 secA - 5cos A
=3 ×5/3 - 5×3/5
=15/3 -15/5
=5-3
=2.
HOPE IT HELPED !
THANKYOU !
BE BRAINLY !
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