find the value of k if the above function is continuous at x = 0
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k=6
By using limits we can get this problem solved
Lt x tends to 0- sin3x/x =3(sin3x/3x)
=3
k/2=3
k=6
By using limits we can get this problem solved
Lt x tends to 0- sin3x/x =3(sin3x/3x)
=3
k/2=3
k=6
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