If f(x) satisfies the Rolle's theorem in [3, 4] and [6, 8], then \(\int_3^8f'(x) \ dx\) is equal to

1
\(\int_4^6 f'(x) \ dx\)
2
\(\int_4^8 f'(x) \ dx\)
3
\(\int_3^6 f'(x) \ dx\)
4
\(\int_3^4 f'(x) \ dx\)
5
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