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Fill in the table where $g$ is an odd function. $$ \begin{array}{|c|c|c|c|c|c|} \hline x & 0 & 1 & 2 & 3 & 4 \\ \hline f(x) & -2 & -3 & 0 & -1 & -4 \\ \hline g(x) & 9 & 7 & -6 & -5 & 13 \\ \hline(g \circ f)(x) & & & & & \\ \hline \end{array} $$

We have to complete this. Given people where we have given condition bad this is in or function are given function that is in hard function. Now we all know that when a function is orphans, um then it'll be like I four minus X that is equal to minus times off four x. It means our F off minus five ballot equals two minus times off. And for five now our F off minus 5 30 quit school party and my AR minus off for fight that will be questioned minus off 13. Similarly, our four minus three that is equal to minus time 43 So it is given to it that our for three that is equal to minus off one and end our F minus three. That will be question minus off. I replied with Minnesota wanted that'll give us or what if one We are talking about our father Geo. So are half off the road at all? Always be. Zero are talking about 1/4 minus two. You are a four minus two that will be minus paint off off, off. So we have four minus two identity question. Every level five. So are for food. That will be we live off five, and hence this will be the solution for a problem

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Hello. So in this question we're going to discuss the Matrix the concept of a matrix and transpose of a matrix. So here we have a matrix that belongs to end times. And and we know that we obtained the transport of the matrix. But inter changing the rules and the court. So basically the transport of the matrix become belongs to end times. And if we have a matrix in this form, taking the transport of the matrix would simply be just taking this column and changing it into this road and taking this calling and changing it into another.

This question we are asked to find the transport of biometrics. First, let's define the transport of the metrics. The transports of the matrix is obtained by inter changing the rules and columns. Let's say we have a matrix M. With rows A, B and rosie to find the transport of this matrix. We take the road baby and change it into a column. And then we take the 2nd row city and change it into another culture. So if our matrix is an M by N matrix, then the transpose of that matrix would be an end times. And matrix where N. Is the number of froze. And this number of rows and and there's a number of Collins. So when we take the transport of that matrix, we're just inter changing. So in our question we are given the matrix A. With rose to 071 and 49 to find the transpose of this matrix. We're going to take the first true and change it into a call. Take the second room and change it into a column. Take the 3rd true and change it into a common. So for a we had three by two matrix for the transposed, we found it to be two x 3 Matrix.