A new movie can be downloaded for $8 per movie. An older movie can be downloaded for $3 per movie. Quinn buys a total of 7 movies and pays $41. a.)Define your variables. Write a system of equations and represent it as a matrix equation. b.)Use matrices to solve the equation by hand.
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Ok lets keep No. of Old Movies = o No. of New Movies = n now o + n = 7 ------> Eqn. (1) new movies cost $8 so total cost of new movies will be 8n old movies cost $3. So total cost of old movies will be 3o Now both cost put together the total cost we know is $41 ( The amount he spent on the movies) so 8n + 3o = 41 ------> Eqn. (2)
The system of Equations are n + o = 7----- > Eqn. (1) 8n + 3o = 41 -------> Eqn. (2) now to write it in matrix form we have put the coefficients in one matrix the variables in one matrix and constants in one matrix |dw:1369593340391:dw|
Did u finish this exam?
who me?
No sorry the other person. but is that the answer to this question ?
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