If `sinbeta=12/13` then the value of `(13sinbeta+5secbeta)/(5tanbeta+6cosecbeta)` is

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

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

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) .

Let find the values : 6/13 ÷ 5

If 5sin x+12cos x=13, then the value of 12sin x-5cos x lies in the integeral

If sinx=(5)/(13) and cosx=-(12)/(13) , find the value of sin 2x.

If sinalpha+sinbeta=1/2 , cosalpha+cosbeta=5/4 find the value of tanalpha+tanbeta

If sinalpha+cosbeta=5/4 and cosalpha+sinbeta=3/4 , then value of sin(alpha+beta)=?