Answer:
option-B
Step-by-step explanation:
we are given
we can use distributive property
Distributive property:
now, we can apply this formula
and we get
we can see that there are two negative signs in last term
so, we can write as
so,
option-B
Given Limit of f (x) = negative 4 as x approaches c and Limit of g (x) = one-fifth as x approaches c. What is Limit of left-brac
ket StartFraction g (x) Over f (x) EndFraction right-bracket as x approaches c?
Negative StartFraction 20 Over 1 EndFraction
Negative five-fourths
Negative StartFraction 20 Over 1 EndFraction
Negative five-fourths
1 answer:
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