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(Solved): (Drag and drop the missing words) An is the of a definite integral as an endpoint of the interval o ...




(Drag and drop the missing words)
An
is the
of a definite
integral as an endpoint of the interval of integration
approaches e
I de
X
does not
It is possible for an improper
integral to
to infinity. For instance,
dx
foº de
lim
C-900
S
?1
X
x
is
. Howev
diverge
converges
exists
not improper
infinity
Riemann integral
zero
improper integral
limit
definite integral
converge
diver
(Drag and drop the missing words) An is the of a definite integral as an endpoint of the interval of integration approaches either a specified real number or positive or negative . Although the integral 2 dx 5?² X is the integral da S x is improper. In this case, we define the improper integral as a limit h da S dar lim So X C-0 C In general, an improper integral if the limit. defining it Thus for example I de X does not It is possible for an improper integral to to infinity. For instance, dx foº de lim C-900 S ?1 X x is . However, there are many improper integrals which diverge in no particular direction, such as 1.0? xsin ada k Riemann integral diverge converges zero = converge divergent diverge converges exists not improper infinity Riemann integral zero improper integral limit definite integral converge divergent infinite integral oscillates


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1) improper integral 2)
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