First of all, we determine the acceleration "a" the otter descended. To do this, we write out the formula for uniformly accelerated motion "s=a\\cdot \\frac{t^2}{2}" . From this formula we find the acceleration
"a=2\\cdot \\frac{s}{t^2}=2\\cdot \\frac{0.862 m}{0.50^2 s^2}=6.896\\ m\/s^2" . The net force that caused this acceleration for a body of mass "m=2.5 kg" is determined by Newton’s second law "F=m\\cdot a=2.5 kg\\cdot 6.896 m\/s^2=17.24 N"
Answer: The net external force acts on the otter along the incline is "17.24 N"
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