From the formula for univariate movement
"v= v_0+a \\cdot t"
where by the condition of the problem "v= 200 {km\/h}=55.56{m\/s}" "v_0=0"
1)define acceleration
"a=\\frac{v-v_0}{t}=\\frac{55.56-0}{20}=2.778[m\/{s^2}]"
2) Distance traveled is
"s= \\frac{a \\cdot t^2}{2}=\\frac{2.778 \\cdot 20^2}{2}=555.6m"
3)Its speed after 15 seconds from the start of movement
"v=a \\cdot t_1=2.778 \\cdot 15=41.67{m\/s}"
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