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I completed (a), but I am sure how to start (b).


(b) Verify that, denoting by M a bound for a function f along a curve C and by L the length
of the curve C, the well known inequality
|J . f ( 2 ) dz < If ( 2 ) | | d z | S MI
is satisfied for the integral in equation (1).

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Use properties of integrals along a curve and inequalities for... View the full answer

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