
What is derivative of divided by 2?
Answer
437.4k+ views
Hint: We are asked to find the derivative of .The symbol is widely used in the formulae of mathematics and physics. It is a mathematical constant and has various equivalent definitions. We start to solve the given question by finding out the value . Then, we find the derivative of it to get the desired result.
Complete step-by-step solution:
We are given a value of and need to find the derivative of it. We solve this question using the rules of differentiation.
The number a mathematical constant is a key number that assumes the same value irrespective of the change in other parameters. The symbol is a mathematical constant.
The symbol is used in many formulae in mathematics. It is usually defined as the ratio of the circumference of a circle to its diameter.
It is mathematically given as follows,
Here,
C is the circumference of the circle
d is the diameter of the circle
The value of is equal to 3.14.
As per the question,
We need to find the value of
Substituting the value of in the above expression, we get,
Simplifying the above equation, we get,
Now, we need to find the derivative of
Substituting the value of , we get,
From the rules of differentiation, the derivative of any constant term is equal to zero.
Let the constant term be c then,
In our case, the value 1.57 is a constant term.
Following the same, we get,
The derivative of is zero.
Note: A symbol is an irrational number whose decimal value is infinitely long with no repeating pattern and so it cannot be represented in the form of a fraction. The fraction is used to approximately represent but no fraction can express its exact value.
Complete step-by-step solution:
We are given a value of
The number
The symbol
It is mathematically given as follows,
Here,
C is the circumference of the circle
d is the diameter of the circle
The value of
As per the question,
We need to find the value of
Substituting the value of
Simplifying the above equation, we get,
Now, we need to find the derivative of
Substituting the value of
From the rules of differentiation, the derivative of any constant term is equal to zero.
Let the constant term be c then,
In our case, the value 1.57 is a constant term.
Following the same, we get,
Note: A symbol
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