Consider the following statement. For every integer m, 7m 4 is not divisible by 7. Construct a proof for the statement by select
1 answer:
You might be interested in
Attached below is the filled table indicating for each pair of function :
- Y or N
From the attached table the functions in the box are indicated with Y or N where : Y = yes
N = No
To indicate whether a is ο, ω or ɵ of b assuming the given constants in the question. To justify if the each pair of functions is ο, ω or ɵ of b. Apply the L'Hospital's rule K times for each pair of function.
<h3>L'Hospital's rule</h3>L'hospital's rule states that when there is an indeterminate numerator
( i.e. 0/0 or ∞ / ∞ ) and denominator the best line of action is the differentiation of the numerator and denominator taking the limit
Hence we can conclude that the filled table is the complete answer
Learn more about L'hospital's rule : brainly.com/question/105479
<em>Attached below is the complete question and answer </em>
