Consider the following network with two fully connected and one ReLU layer:$1.$ Compute the forward pass and loss of the network for inputs:$($x$=[10]$T $,$y $=2),($x$=[01]$T $,$y $=0),$ and $($x$=[11]$T $,$y $=-2)2.$ For each input above, compute $\backslash$partiall$\backslash$partialx $()$ using back$-$propagation.$3.$ How many operations $($multiplications and additions$)$ do you need to perform in backpropagation.$$Only count the Jacobean matrix multiplication operations. How$$many additional operations would you require to compute