Let f(x) = ax2 + bx + c. show that Both have the value (h/3)[a(6m2+2h2) + b(6m)
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Both have the value (h/3)[a(6m2+2h2) + b(6m) + 6c]. This establishes the area formula on which the Parabolic Rule is based.
Transcribed Image Text:
f(x) dx and h 4(m) + f(m + h)]
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