Given
Mass of toy is "m=0.125 kg"
Initial velocity of toy is "v_0=3.60 m\/s"
Final velocity is "v=0"
Distance travelled is "d=2.20 m"
The acceleration of toy is
"a=\\frac{v^2-v_0^2}{2d}=\\frac{0^2-(3.60 m\/s)^2}{2(2.20 m)}=-2.945 m\/s^2"
According to Newton's second law,
"-f=ma"
So the frictional force is
"f=(0.125 kg)(2.945 m\/s^2)=0.37 N"
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