If f(x) - C, where C in constant then d/dx(f(x)) - .............
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Answers
Answer:
Zero(0).
Explanation:
Let a function is defined as g(x) = f(x) - C, where C is a constant quantity.
Thus, Its First Derivative is defined by:
g'(x) = {f(x) - C}'
= f'(x) -(C)'
and we know that derivative of a constant term is Zero(0).
Thus,
g'(x) = f'(x) - 0
Thus,
On comparing the equation given in attached image, we may concluded that the correct answer to be filled in the left over place is zero(0).
>>>>>>>>>>>>>>>>>>>>>>>>>>
“And... I..... am *Iron Man* (snaps)”
Answer:
Zero(0).
Explanation:
Let a function is defined as g(x) = f(x) - C, where C is a constant quantity.
Thus, Its First Derivative is defined by:
g'(x) = {f(x) - C}'
= f'(x) -(C)'
and we know that derivative of a constant term is Zero(0).
Thus,
g'(x) = f'(x) - 0
Thus,
On comparing the equation given in attached image, we may concluded that the correct answer to be filled in the left over place is zero(0).