Hardy Wyatt
01/09/2023 · Elementary School
Comprehension quiz - enter your answers in the lesson quiz on Vula. Q 2 If \( G(z) \) is an antiderivative of \( g(z) \), it satisfies \( \int G(z) \mathrm{d} z=g(z) . \quad \) B. \( \int g(z) \mathrm{d} z=C . \quad \) C. \( G^{\prime}(z)=C . \quad \) D. \( g^{\prime}(z)=G(z) . \quad \) E. \( G^{\prime}(z)=g(z) \)
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The correct answer is:
E. \( G^{\prime}(z)=g(z) \)
This is because if \( G(z) \) is an antiderivative of \( g(z) \), then the derivative of \( G(z) \) with respect to \( z \) is equal to \( g(z) \).
Quick Answer
E. \( G^{\prime}(z)=g(z) \)
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