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(Solved): Integrals (1 point) Let \( F(x)=\int_{3}^{x} \sqrt{t^{2}+7} d t \). Find (a) \( F(3)= \) (b) \( F ...



Integrals

(1 point) Let \( F(x)=\int_{3}^{x} \sqrt{t^{2}+7} d t \). Find
(a) \( F(3)= \)
(b) \( F^{\prime}(3)= \)
(c) \( F^{\prime \pri

(1 point) Let \( F(x)=\int_{3}^{x} \sqrt{t^{2}+7} d t \). Find (a) \( F(3)= \) (b) \( F^{\prime}(3)= \) (c) \( F^{\prime \prime}(3)= \) Note: You can earn partial credit on this problem.


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Given that : F(x)=?3xt2+7dt (a) We find value
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