Exercise 7. Let f(z)=4Re(z) and C be the line segment connecting 1+i to 0. Then the integral of f over C is equal to * -2(1+i) O 2(1+i) 4(1-i) None of these Exercise 8. let C be any closed simple curve and f(2)=lz+il. Then the integral of f over C is 0. * True False

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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Exercise 7. Let f(2)=4Re(2) and C be the line
segment connecting 1+i to 0. Then the integral
of f over C is equal to *
-2(1+i)
2(1+i)
4(1-i)
None of these
Exercise 8. let C be any closed simple curve and
f(2) =lz+il. Then the integral of f over C is 0. *
True
False
Exercise 9. Let f be any function such that the
intearal of f over C is 4 Then the intearal of -f.
Transcribed Image Text:12:18 Yesterday Edit 11:51 AM Exercise 7. Let f(2)=4Re(2) and C be the line segment connecting 1+i to 0. Then the integral of f over C is equal to * -2(1+i) 2(1+i) 4(1-i) None of these Exercise 8. let C be any closed simple curve and f(2) =lz+il. Then the integral of f over C is 0. * True False Exercise 9. Let f be any function such that the intearal of f over C is 4 Then the intearal of -f.
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