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Find all values of x for which the line that is tangent to y = 3x - tan x is parallel to the line y - x = 2 ?
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also solve in steps sec(xy) = y find dy\dx?
find dy/dx of y=3x-tanx
the gradient of the tangent is the same as the gradient of the parallel line
you write the equation of the parallel line in y=mx+c \[y=x+2\]
this means gradient of tangent is \[M_t=1\]
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the gradient of the tangent is also the gradeint of 3x-tanx
the question seems pointless let @campbell_st
ok i see thx any way
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