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(a) Let h() be defined by 1. h(x) h2, х > а where h h2 and a are constants. Find the first and second derivatives of...

(a) Let h() be defined by 1. h(x) h2, х > а where h h2 and a are constants. Find the first and second derivatives of h in the

(a) Let h() be defined by 1. h(x) h2, х > а where h h2 and a are constants. Find the first and second derivatives of h in the distributional sense (b) What is the third derivative of |x| in the distributional sense.
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a cont lan and are Let p be an arbikary Amonti it empact eepponk . a), ie R, a- -4 (o) = &- 61,) qala) -4.a kcn) = 4- ). S

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(a) Let h() be defined by 1. h(x) h2, х > а where h h2 and a are constants. Find the first and second derivatives of...
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