Arts

Arts, 20.11.2019 15:31, andrew8228

The idea that a print is made from a matrix has been altered by the use of to make prints.

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Mathematics, 03.07.2019 12:00, sharperenae463

An art store offers prints in two sizes. the store earns $15 on each small print sold and $25 on each large print sold. the owner needs to make a daily profit of at least $700 in order to cover costs. due to equipment limitations, the number of small prints made must be more than three times the number of large prints. given that x represents the number of small prints sold and y represents the number of large prints sold, determine which inequalities represent the constraints for this situation. x + y ≤ 60 15x + 25y < 700 x > 3y 15x + 25y ≥ 700 y > 3x x + 3y ≥ 60 which combinations of small prints and large prints satisfy this system? (45,10) (35,15) (30,10) (40,5)

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Mathematics, 17.07.2019 12:10, genyjoannerubiera

An art store offers prints in two sizes. the store earns $15 on each small print sold and $25 on each large print sold. the owner needs to make a daily profit of at least $700 in order to cover costs. due to equipment limitations, the number of small prints made must be more than three times the number of large prints. given that x represents the number of small prints sold and y represents the number of large prints sold, determine which inequalities represent the constraints for this situation. x + y ≤ 60 15x + 25y < 700 x > 3y 15x + 25y ≥ 700 y > 3x x + 3y ≥ 60 which combinations of small prints and large prints satisfy this system? (45,10) (35,15) (30,10) (40,5)

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Mathematics, 21.10.2019 18:20, asialuv

Select the correct answer(s) in each table. an art store offers prints in two sizes. the store earns $15 on each small print sold and $25 on each large print sold. the owner needs to make a daily profit of at least $700 in order to cover costs. due to equipment limitations, the number of small prints made must be more than three times the number of large prints. given that x represents the number of small prints sold and y represents the number of large prints sold, determine which inequalities represent the constraints for this situation. x + y ≤ 60 15x + 25y < 700 x > 3y 15x + 25y ≥ 700 y > 3x x + 3y ≥ 60 which combinations of small prints and large prints satisfy this system?

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Computers and Technology, 15.11.2019 23:31, alexedwards307

Matrix operations - python def display_menu(): """ prints a menu of options """ print() print('(0) enter a new matrix') print('(1) negate the matrix') print('(2) multiply a row by a constant') print('(3) add one row to another') print('(4) add a multiple of one row to another') print('(5) transpose the matrix') print('(6) quit') print() def print_matrix(matrix): """ prints the specified matrix in rectangular form. input: matrix is a 2-d list numbers """ ## you will revise this function. print(matrix) def get_matrix(): """ gets a new matrix from the user and returns it """ matrix = eval(input('enter a new 2-d list of numbers: ')) return matrix

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