Question

If X(t) = 100 f (t) and alphab=0.6
then by exponential smoothing
method F(t+1) =
110
120
100
108

Answer 1

Answer:

108

Explanation:

this this is the answer

Answer 2

Answer:

F(t+1) = 100

Step-by-step explanation:

Given X(t) = 100 f (t) and α =0.6

Exponential smoothing strategy is a procedure utilized for smoothing time series information, utilizing the dramatic window capability.

The new forecast is given by the old information in addition to a change for the mistake that was seen in the last conjecture.

Numerically, it is composed as

F(t+1) = αx₁ +(1 - α) f

where F(t+1) is the gauge for the following time frame t+1

α is the Smoothing steady

x₁ is the real information for current period

f is the gauge for current period made in last period

Subbing the given qualities:

F(t+1) = 0.6×100+(1 - 0.6) × 100

        = 60+0.4×100

        =  60+40

        = 100

Thus, F(t+1) by outstanding smoothing strategy is 100.

For more examples about exponential smoothing visit the links given below:

https://brainly.in/question/9174054

https://brainly.in/question/4203695