Question

In I=dQ/dt , what is 'd' in it. Please help

Answer 1

hey.....


it is known as differentiation of Q with respect to time .

Answer 2

d is the derivativative.

d is the derivativative.Given:

I=dQ/dt

To find:

d

Solution:

• In this equation I is the current, Q is the charge and t is the time.
• The formula means current is the rate of change of flow of charge per unit time.
• So, we can say that d is the derivative which means the change in a certain function with respect to a change in its argument.
• For example, in
• $\frac{d(f(x) )}{dx}$
• Here, f(x) is a function and x is the argument.
• Here, f(x) is a function and x is the argument.So, here we can find the change in function f(x) with respect to x.

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