Question

Prove that sin theta ÷ cos theta + coz theta = sec theta

Answer 1

$\frac{sin x}{cos x}$ +${cos x}$ = ${sec x}$

$\frac{sin x + cosx.cosx}{cos x}$

${sin x}$+$\sqrt{1-sin}^{2}{x}$/cosx

sinx + 1-sinx over cos x

(sinx/ cos) +(1/cosx) -sinx/cos x

tanx +1/cosx - tanx

1/cos=secx

LHS =RHS