general value of x which satisfy the equation 2sinx+1=0 ?
sin x= 1/2
You subtract one and then div by 2. So it should be sin x= -1/2
so what would be general value
\[\frac{ 7\pi }{ 6 } \pm 2\pi n\]
\[\frac{ 11\pi }{ 6 } \pm 2\pi n\]
Those would be your general solutions
in this n is natural number but i don't have these in any of its options
What are your options?
Yes, n would be the natural number
|dw:1366540320886:dw|
options are a)n(pi)- (-1)^n(pi/4) b)n(pi)- (-1)^n(pi/6) c)n(pi)+ (-1)^n(pi/3) d)none for all n belongs to integers
well with the -1/2. You need to look on the circle graph with all of the sin, cos, tan, and cot coordinates. If both of your general solutions are divided by 6 then I would say b. But the equations their I have never seen them that way before.
i had marked the ans as b)
Thats great! I believe it will be tahat
I think it will be that one. It goes with my gerneal solutions that i found
please reply i am closing the question so that i can ask more
ooooooook
i am confused in d)none or b)
Join our real-time social learning platform and learn together with your friends!