5

1 LuI c-ntralianialk [000754 [ I5 (ne Tecontantio88...

Question

1 LuI c-ntralianialk [000754 [ I5 (ne Tecontantio88

1 LuI c-ntralianialk [000754 [ I5 (ne Tecontantio 8 8



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Exer. $1-8:$ Find the number. $$C(5,5)$$

To find these two matrices together. Here. First thing we need to do is check the dimensions will work. Okay? First matrix we've got is two rows three columns. That's a two by three. The second matrix is a three row one column matrix. These inner two dimensions have to match which they do. That means is a resulting matrix will be dimension the outer dimensions. Okay, So we're gonna have to buy one. Matrix is our answer just two spots here. Okay, we'll fill in the first spot. This is gonna be row one. Column one. Okay, so everything in row one thinks everything in column one negative one times six plus zero times negative four plus seven. Thanks one. Okay, this should give us negative six plus zero plus seven. That should give us a one in that first little spot right there. Okay, The second guy this is gonna be row two column one. Okay, so we're gonna take everything in row two times that same column right there. So three times six less negative five that was negative for plus two times one spent 18 plus 20 plus two should give us 40. Okay? So one in the first row, 40 in the second round, and that is the result of this modification.

We have brought in the Sivan in which we have been provided Bid, Let us say and metrics A The elements are won by 21 one by eight. And on my too. So we need to find the dominant off a determinant of here. That is. Okay, Bill. Relating it as one by 21 one by eight. One by two. So we will be going by one by two multiplied by one by two. And then that's like one by two in tow. One by two minus one into one by eight went into one by eight So one by four minus one by eight which will recall toe one by it So they said that on certain things

In the given question we are provided with absolute value inequality and the absolute value inequalities tomorrow dot x. Less money less than it was 2, 3. Okay, we have to solve this inevitability. So the formula says that the formula this whole wood says that if you have model he explains me that is less than it was to any number K. And where your Geza was hitting number, then the solution says that if you are removing the models then it will this value must lie between minus kato. Okay, okay. So I'm using here in this formula to follow our in the community by this formula. I can say that if I limit the model s then X should be there to then it was too- game means -3 And less than it was 2, 3. No, our solutions said Can be written in the form of interval, this interval is -3-3. With the completed. Since here we have equal to also. Okay thanks.

You know this problem we want to find the value of N, choose one. Now in general in choose our is able to in fact Toral over our factory and minus our factory. I'm making use of that here to find and choose one, then this is equal to in fact Toral over one factory in minus one factory Now one factorial is just one. In fact total means in times in -1 Times in -2. All the way down, two times three times two times one. I said one factory was just once we don't need it And then in -1 factorial is in -1 and minus two all the way down three times 2 times one. Now notice here that we have an N -1. On down, both on top and on bottom and so those the law cancelled. So the only thing we left here is in its our answer, it's just yeah.


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