q
the question in pic
hi alooy is this the answer or question?
its a question
@Rajanmathhelp
Hey, firstly you multply the A*b THEN FIND THE INVerse of it.
okay than the second part of question how i do with it ???
@Lion.k
the second one you also need to put into matrix form. matrix = vertically(x,y,z) then you need to multiply both of them by the inverse.
well i did the a*b*c ..its gives identity matrix
so can u show me hw plz coz im a bit confused @Lion.k
hold on a sec.
I mean ideantity = (1,0,0;0,1,0;0,0,1]
Why you x by c?
becuase you need the identity matrix, to get x , y, z on their own. to find the solution for the system of equation.
why you didnt choose another equation? A or B?
they dont give identity matrix. when they asked to do A*B*C it gave identity...
Could you show me how to do it because am confused
[4,7,-13,1,-5,-1;-2,1,11]*[6,10,8;1,-2,1;1,2,3]*[x,y,z] = [4,7,-13,1,-5,-1;-2,1,11]*[4500;0;1080]
hold on..
There is one thing that you SHOULD KNOW, that is when you multiply by the systems of equation either ones of the following matrix(should be the inverse) you should get the identity. if you don't then you doing something wrong. the idea is to convert the system of question in just (x,y,z) so to get it, it has to be identity matrix. on the right you do the same thing. usaully they will give you the inverse but in this question they didn't.
okay, i'll try to do it first
i cant freaking draw, to explain, [4,7,-13,1,-5,-1;-2,1,11]*[6,10,8;1,-2,1;1,2,3]*[x,y,z] = [4,7,-13,1,-5,-1;-2,1,11]* [4500;0;1080] on the right you will get [1,0,0;0,1,0;0,0,1][x,y,z] = [3960;3420;2880]
the method you are suppose to use is fined the INVERSE OF A*B and instead of using c, put the of inv of a*b (inverse(a*b)) * [6, 10, 8; 1, -2, 1; 1, 2 , 3]*[x,y,z] =( inverse(a*b)) *[4500,0,1080]
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