SOLUTION: Two x-intercepts of y=tan x occur at the points
a) (0,0) and (pi/2, 0)
b) (0,0) and (pi, 0)
c) (pi/2,0)and (3pi,0)
d) (3pi/2, 0) and (pi/2,0)
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-> SOLUTION: Two x-intercepts of y=tan x occur at the points
a) (0,0) and (pi/2, 0)
b) (0,0) and (pi, 0)
c) (pi/2,0)and (3pi,0)
d) (3pi/2, 0) and (pi/2,0)
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Question 1053522: Two x-intercepts of y=tan x occur at the points
a) (0,0) and (pi/2, 0)
b) (0,0) and (pi, 0)
c) (pi/2,0)and (3pi,0)
d) (3pi/2, 0) and (pi/2,0) Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Two x-intercepts of y=tan x occur at the points
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tan(0) = 0.
That leaves four values to be tried.
