given : `15 cotA = 8 ` find `sinA and secA`

Given 15cotA=8 , find sin A and sec A.

Given 15 cotA=8,find sin A and sec A.

If sinA :cosA :: 8: 15, find sin A and cos A.

If 15 cotA = 8 , then find the value of cosec A .

If 15 cotA = 8 , then find the value of cosec A .

If 8tanA=15 , find sinA-cosA

If 15 cotA=8 , the value of sinA is :

Given that 16cotA=12 ; find the value of (sinA+cosA)/(sinA-cosA) .

If 0 lt A lt pi//2 and sinA + cosA + tan A + cotA + secA + cosec A=7 and sinA and cosA are roots of equation 4x^(2) - 3x +a=0 . Then value of 25a is: