If `3tanA+4=0`, then the value of `2cotA-5cosA+sinA` is equal to

If A lies in second quadrant and 3tanA+4=0, then the value of 2cotA-5cosA+sinA is equal to

If A lies in second quadrant and 3tanA+4=0, then the value of 2cotA-5cos A+sinA is equal to (a) -53//10 (b) 23//10 37//10 (d) 7/10

If A lies in second quadrant and 3tanA+4=0, then the value of 2cotA-5cos A+sinA is equal to -53//10 (b) 23//10 37//10 (d) 7/10

If A lies in the second quadrant and 3tanA+4=0 , then the value of 2cotA-5cosA+sinA is

If A lies in the second quadrant and 3tanA+4=0 , then the value of 2cotA-5cosA+sinA is

If A lies in the second quadrant and 3tanA + 4=0 , then find the value of 2cotA-5cosA+ sinA .

In tanA=5/12 then the value of (cosA-sinA) cosec A is…….

If A lies in the first quadrant and 6tanA = 5, then the value (8 sinA -4 cosA)/(cosA + 2 sinA) is : यदि A प्रथम चतुर्थाश में स्थित है तथा 6tanA = 5 है, तो (8 sinA -4 cosA)/(cosA + 2 sinA) का मान क्या होगा ?

If cosA=7/25 , find the value of tanA+cotA