The function fff is such that, for every integer nnn ∫nn+1f(x) dx=n+1\int_n^{n+1} f(x)\,\dd x=n+1∫nn+1f(x)dx=n+1 Evaluate ∑r=18∫0rf(x) dx\sum_{r=1}^8\int_0^r f(x)\,\dd xr=1∑8∫0rf(x)dx A363636B848484C120120120D165165165E204204204F288288288