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Trignometry
The number of integral values of k for which the equation 7cosx + 5sinx = 2k + 1 has solutions is ____? Options are 1) 4, 2) 8, 3) 10, 4) 112
7cosx+5sinx=2k+1
observe that
max. integral value of the above function 7cosx+5sinx is 7
min. integral value is -7
therefore ur equation has a solution if
-7<=2k+1<=7
therefore
-4<=k<=3
so u have 8 integral values [-4,3]
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7cosx+5sinx=2k+1
observe that
max. integral value of the above function 7cosx+5sinx is 7
min. integral value is -7
therefore ur equation has a solution if
-7<=2k+1<=7
therefore
-4<=k<=3
so u have 8 integral values [-4,3]