Asked by harry
how do i differentiate √secx+tanx ??
Answers
Answered by
bobpursley
I could never remember those formulas, so
f= (cosx)^-1/2 + (sinx)(cosx)^-1
f'= .5 sinx*(cosx)^-3/2 + cosx*(cosx)^(-1)+1*sinx(sinx)cosx)^-2
and that can be simplified. check my work.
f= (cosx)^-1/2 + (sinx)(cosx)^-1
f'= .5 sinx*(cosx)^-3/2 + cosx*(cosx)^(-1)+1*sinx(sinx)cosx)^-2
and that can be simplified. check my work.
Answered by
Reiny
or
y = (secx)^1/2 + tanx
dy/dx = (1/2)(secx)^(-1/2)((secx)tanx) + sec^2 x
= (-1/4)(tanx)(secx)^1/2 + sec^2 x
y = (secx)^1/2 + tanx
dy/dx = (1/2)(secx)^(-1/2)((secx)tanx) + sec^2 x
= (-1/4)(tanx)(secx)^1/2 + sec^2 x
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