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= 0/0
menggunakan dalil l'hospital yaitu dengan dideferensialkan
lim(x-›a)=(2x+3-a)/1
=2a+3-a
=a+3
lim(x-›4)=(4-4)/(2-√4)
=0/0
dideferensialkan
lim(x-›4)=-1/(-1/(2√x)
=2√x
=2√4
=4