What property of exponential functions states that in f(x)=bx,ifx1≠x2 then bx1≠bx2
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Answer:
hi
Step-by-step explanation:
An operator is a symbol which defines the mathematical
operation to be cartried out on a function.
Examples of operators:
d/dx = first derivative with respect to x
√ = take the square root of
3 = multiply by 3
Operations with operators:
If A & B are operators & f is a function, then
(A + B) f = Af + Bf
A = d/dx, B = 3, f = f = x2
(d/dx +3) x2 = dx2
/dx +3x2 = 2x + 3 x2
ABf = A (Bf)
d/dx (3 x2
) = 6x
Note that A(Bf) is not necessarily equal to B(Af):
A = d/dx, B = x, f = x2
A (Bf) = d/dx(x⋅ x2
) = d/dx (x3
) = 3 x2
hope it helps
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