if 4sinx.cosy+2sinx+2cosy+1=0 then find the largest possible value of the sum (x+y)
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Step-by-step explanation:
4sinxcosy+2sinx+2cosy+1=0
(2sinx+1)(2cosy+1)=0
sinx=−
2
1
or cosy=
2
−1
x=
6
7π
,
6
11π
or y=
3
2π
,
3
4π
Largest value of x+y=
6
11π
+
3
4π
=
6
19π
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