Answer:
The limit leads to a determinate form.
Step-by-step explanation:
The following are indeterminate forms.
Given the limit of a function , to show if the given limit is determinate or indeterminate form, we will need to substitute the value of -
into the function as shown,
where a is any constant, therefore
Since we are able to get a finite value i.e 0, this shows that the limit does exist and leads to a determinate form
Answer:
Expression is '98 divided by 0.005' i.e. .
Step-by-step explanation:
We have that,
The quotient of 8 divided by 0.001 is given by,
=
= 8000.
It is required to find a division expression having quotient greater than 8000.
Let us consider,
'98 divided by 0.005'
i.e.
i.e.
i.e. 98 × 200
i.e. 19,600
Thus, the get the quotient of the new expression 19,600 > 8000.
Hence, the required expression is '98 divided by 0.005' i.e. .