Question: evaluate given integral is: 0 t ( 6 si + 8 s 2 j + 7 k ) ds = a ( t ) i

evaluate given integral is:
0t(6si+8s2j+7k)ds=a(t)i+b(t)j+c(t)k\int_{0}^{t}\left(6s\mathbf{i}+8s^2\mathbf{j}+7\mathbf{k}\right) ds = a(t)\mathbf{i}+ b(t)\mathbf{j}+ c(t)\mathbf{k}0t(6si+8s2j+7k)ds=a(t)i+b(t)j+c(t)k

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