if cosx=cos40.sin50+sin40.cos50 then find the value of x
Answers
Answered by
4
hello users.....
we have given that :-
cos x = cos40.sin50+sin40.cos50
we have to find :-
x = ?
solution:-
we know that:
sin(A+B) = sin A cos B + cos A sin B
here,
cos40.sin50+sin40.cos50
= sin(40+50 )
= sin 90°
= 1
now,
according to question :
cos x = sin 90 = 1
=> cos x = cos (90 -90)
=> cos x = cos 0°
=> x = 0° answer
✡✡ hope it helps ✡✡
we have given that :-
cos x = cos40.sin50+sin40.cos50
we have to find :-
x = ?
solution:-
we know that:
sin(A+B) = sin A cos B + cos A sin B
here,
cos40.sin50+sin40.cos50
= sin(40+50 )
= sin 90°
= 1
now,
according to question :
cos x = sin 90 = 1
=> cos x = cos (90 -90)
=> cos x = cos 0°
=> x = 0° answer
✡✡ hope it helps ✡✡
marzooq:
thanks
Similar questions