Asked by mohamed kantabulah
draw the graph of 4sin(x+30) and 2+tanx for values of x from 0 degree to 360degree and obtain the solution within the range of the equation 4sin(x+30)-tan x=2
Answers
Answered by
bobpursley
I can't draw it for you.
Answered by
drwls
We can't draw graphs for you, but you will get the solution(s) to your equation where the two curves intersect.
That is because, when
4sin(x+30) = 2+tanx ,
4sin(x+30) -tan x = 2
Assume the 30 is in degrees.
Sample calculations:
when x = 0, 4sin(x+30) = 2.000
and 2 + tanx = 2
That is one solution already!
That is because, when
4sin(x+30) = 2+tanx ,
4sin(x+30) -tan x = 2
Assume the 30 is in degrees.
Sample calculations:
when x = 0, 4sin(x+30) = 2.000
and 2 + tanx = 2
That is one solution already!
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