The cost of 4 shirts of one type, 3 T-Shirts on the anothe type and 2 trousers of one type is 2700 Rs. The cost of 1 shirt same type, 2T- shirts of the type mention above and 2 trousersof the type is Rs 1300. the cost of 6 shirts ,2 T - Shirts and 3 trousers of the same type is Rs. 3500/-. find the cost of each item by matrix method and adjoint method.

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One type another type of shirts trousers
4 3 2
1 2 2
6 2 3

So, we get the matrix as follow:432122623270013003500=10800+3900+70002700+2600+700016200+2600+10500=217001230029300So, cost of each item respectively is given by:Rs 21700,Rs 12300,Rs 29300Above Answer by Matrix methodAdjoint method:If A=aij is  a square matrix of order n  and Cij denote the cofactor of aijin A, then  the transpose of the matrix of cofactors of elements of A is called the adjoint of A and is denoted by adj.Ai.e. adj.A=CijTIf A=a11a12a13a21a22a23a31a32a33, then adj.A=C11C21C31C12C22C32C13C23C33So,similalrly try by this method on your own .
Regards

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