A co-worker left this for me...what is it? I Googled it and still do not understand. Is there an answer in written form? Thank you!
i really do not understand what u are actually asking.. But I can make u understand the given expression.
The given expression means that when u integrate a function of x i.e f(x) , u will obtain another function on x i.e g(x) [ which is quite obvious]
Hope it helps!!
Integral calculus:
The integral ( ∫ ) of the function f(x) with respect to x
is equal to the function g(x). - Or the area under the
curve described by the function f(x) can be expressed
as another function: g(x).
you'd better search more.
also refer to these links:
i am assuming that you meant...
∫f(x)dx = g(x)
in that case...
if f(x) is the derivative of F(x), F(x) = g(x).
or you can say that
g '(x) = f(x)
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i really do not understand what u are actually asking.. But I can make u understand the given expression.
The given expression means that when u integrate a function of x i.e f(x) , u will obtain another function on x i.e g(x) [ which is quite obvious]
Hope it helps!!
Integral calculus:
The integral ( ∫ ) of the function f(x) with respect to x
is equal to the function g(x). - Or the area under the
curve described by the function f(x) can be expressed
as another function: g(x).
you'd better search more.
also refer to these links:
i am assuming that you meant...
∫f(x)dx = g(x)
in that case...
if f(x) is the derivative of F(x), F(x) = g(x).
or you can say that
g '(x) = f(x)