You must study the Linear congruence theorem and the extended GCD algorithm, which belong to Number Theory, in order to understand the maths behind modulo arithmetic.
The inverse of matrix K for example is (1/det(K)) * adjoint(K), where det(K) <> 0.
I assume that you don't understand how to calculate the 1/det(K) in modulo arithmetic and here is where linear congruences and GCD come to play.
Your K has det(K) = -121. Lets say that the modulo m is 26. We want x*(-121) = 1 (mod 26).
[ a = b (mod m) means that a-b = N*m]
We can easily find that for x=3 the above congruence is true because 26 divides (3*(-121) -1) exactly. Of course, the correct way is to use GCD in reverse to calculate the x, but I don't have time for explaining how do it. Check the extented GCD algorithm :)
Now, inv(K) = 3*([3 -8], [-17 5]) (mod 26) = ([9 -24], [-51 15]) (mod 26) = ([9 2], [1 15]).
There is a plate that can be removed by hand in the corner. The backup light is deep inside and hard to reach if you have big hands (I could not get my thumb near it). I used a flat needle nose to turn the bulb enclosure (quarter counter clockwise turn). The bulb slides out and the new one goes in the same way. I needed the wrench to put the enclosure back in its slot. Small clockwise turn and it is back in place. You can leave it hanging in the storage area and see if it lights from the driver's seat before putting it back if you are alone and don't want to have to start over. On a one to ten it is about a two.
#include<iostream.h>
main()
{
int a[3][3],i,j,count=0;
cout<<"\nenter the 3x3 matrix :\n";
for(i=0;i<3;i++)
{
for(j=0;j<3;j++)
{
cin>>a[i][j];
}
}
for(i=0;i<3;i++)
{
for(j=0;j<3;j++)
{
cout<<a[i][j]<<" ";
}
cout<<"\n";
}
By applying at DOE with an affidavit stating that you have lost your and your certified copy of your Identity Document
The height of the 2003 Toyota Matrix is 5 ft. 0.6 in. (60.6 in.).
First you will need to support the hatch so that is does not fall down on top of you when you pull one of the struts off. The struts have clips on the top and bottom of each strut. Use a small flat head screw driver and insert it under the clip to release it, (you do not have to pull the clip all the way out) just leave the screw driver in place to the clip is released. Then pop off the end of the strut, use this method for the remaining ends. To install the new strut just simply push the strut onto the ball support on both ends.
It is an element of the matrix. This could be a numerical value or an algebraic expression.
under the steering column, between steering and fuse panel. you have to take the plastic off and just feel around for it. its usually a little siver round canister
The 2003 Toyota Matrix is 5 ft. 9.9 in. (69.9 in.)12V front power outlet(s) wide.
The 2012 Toyota Matrix has 19.8 cu.ft. of cargo capacity with all of its seats in place.
Open the hatch door. Right behind the license on the inside of the door is a cover that you take off using a thin blade. This exposes the back of the bulb holder and the wire connected to it. Remove the wire by pulling on the connector that fits into the back of the bulb holder. The back of the bulb holder then needs a quarter turn counter clockwise. The best tool to use to turn the bulb holder is a 15 mm socket on an extension long enough to reach the bulb holder inside the hatch. Once you have removed the bulb holder, you can simply pull the bulb straight out of the front of the bulb holder. Replace the bulb with a #168 bulb.