How to solve

Consider a $(1\mathrm{.}3-1)$ feed forword netwark. The

Transfer function in the hidden layer is log sigmaid and

in the ontout layer is linear. The weights and

biases of the network are assumed to be:

${}_{11}^{\text{'}}=8,{}_{21}^{\text{'}}=10,{}_{31}^1=5,b_1^{\text{'}}=-2,b_2^{\text{'}}=5,b_3^{\text{'}}=-10,$

${}_{11}^2={}_{12}^2={}_{13}^2=1,b_1^2=2.$

a sketch the output response of the network for

input $-3x3?$

b$-$calculate andpoint on the sketch of $($a$)$ the conter

of each step?

C$.$ Draw on the same graph the network response if

the value of $b^2,$ is changed to $1?$

What is the effect of changing the weight of

the first layer on retwork responce?

$e$ Which of the network parameters should be

changed to locate the first step in another

position?