Calculus
y′=sec2xsec(tanx)tan(tanx)y^{\(\prime\)}=\(\sec\)^2x\(\sec\[\left\)(\(\tan\) x\(\right\))\(\tan\]\left\)(\(\tan\) x\(\right\))
y′=secxtanxy^{\(\prime\)}=\(\sec\) x\(\tan\) x
y′=−sec(tanx)tan(tanx)y^{\(\prime\)}=-\(\sec\[\left\)(\(\tan\) x\(\right\))\(\tan\]\left\)(\(\tan\) x\(\right\))
y′=−secxtanxy^{\(\prime\)}=-\(\sec\) x\(\tan\) x