If `sin A=(5)/(13)`, then the value of `secA` is :

If sin A=(5)/(13), then find the value of sec A cos ecA+tan A

If sin beta=(12)/(13) then the value of (13sin beta+5sec beta)/(5tan beta+6cos ec beta) is

If sin theta =(5)/(13) then write the value of cosec theta .

If sin theta = (5)/(13), then the values of tan theta and sec theta respectively, are

If sin theta = (5)/(13) then the value of tan theta is ……… .

If A>0^@ , B<90^@ , such that cos A=(5)/(13) and sin B=(4)/(5) , then the value of sin(A-B)

If A is in the fourth quadrant and cos A=(5)/(13) , find the value of (13 sin A+5 secA)/(5tanA+6" cosec"A) .

If A is in the fourth quadrant and cosA=(5)/(13) , find the value of (13sinA+5secA)/(5tanA+6" cosec A") :