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Unformatted text preview: are given the initial condition and asked to find the original equation. → Integrals such as are called definite integrals because we can find a definite value for the answer. 4 2 1 x dx ∫ 4 2 1 x dx ∫ 4 3 1 1 3 x C + 3 3 1 1 4 1 3 3 C C ⋅⋅ + + 64 1 3 3 C C+63 3 = 21 = The constant always cancels when finding a definite integral, so we leave it out! Integrals such as are called indefinite integrals because we can not find a definite value for the answer. 2 x dx ∫ 2 x dx ∫ 3 1 3 x C + When finding indefinite integrals, we always include the “plus C”. →...
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 Spring '11
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 Physics, Derivative, Fundamental Theorem Of Calculus, Hanford High School, Greg Kelly

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