If I understand correctly your question, the answer is definitely no.
Think about the typical physical representation of the concept of "rate of change": the velocity is the rate of change of position, right? And there's no difficulty in imagining a non-constant velocity, as when you accelerate or decelerate..
Unit rate, slope, and rate of change are different names for the same thing. Unit rates and slopes (if they are constant) are the same thing as a constant rate of change.
a constant ex: Pi. it will always be 3.14159... it will never change in value.
A value that does not change is a constant.
A linear relationship.
A fraction is a numerical constant. Being a fraction does not alter that. And, as a constant, its rate of change is precisely zero.
constant means always change means different =always different
Unit rate, slope, and rate of change are different names for the same thing. Unit rates and slopes (if they are constant) are the same thing as a constant rate of change.
Yes, currency exchange rates change every day, due to the constant printing of money in all different countries and territories. You should always check currency exchange rates just before exchanging and kind of currency for another.
One definition of the derivative is: "Rate of change". Since a constant is constant, it doesn't change, and the rate at which it changes is zero.
Depending on the situation, a rate of change can be constant (at least over a certain time period), or it may be non-constant.
Nuclear decay rates do not vary with the conditions of the change; they are constant for a given isotope. On the other hand, chemical reaction rates can vary with conditions such as temperature, pressure, and the presence of catalysts.
No. Mass always remains constant
Nope. You can always get a forever stamp.
A constant variable in research method is a factors or quantities that never change. Constant variables always remain the same.
a constant ex: Pi. it will always be 3.14159... it will never change in value.
Invariably means constant and not prone to change, and can mean always.
The simple is that fundamental quantities can be changed its not constant always and derived Quantities is like to constant always it could not be change ever.