Question 753040
Simplify: 1+tan^2A / sec^2A *sinA
{{{(1+tan^2(A))/(sec^2(A)sin(A))=(1+(sin^2(A)/cos^2(A)))/((sin(A))/cos^2(A))}}}
{{{((sin^2(A)+cos^2(A))/cos^2(A))/((sin(A))/cos^2(A))}}}
{{{((cos^2(A)+sin^2(A)))/(sin(A))=(1/sin(A))}}}