Question: if you may please help me with it Jamie has five employees that he wants to give 5 different tasks. Jamie has chosen five chores

if you may please help me with it Jamie has five
if you may please help me with it Jamie has five
if you may please help me with it Jamie has five
if you may please help me with it Jamie has five
if you may please help me with it Jamie has five
if you may please help me with it
Jamie has five employees that he wants to give 5 different tasks. Jamie has chosen five chores for his colleagues: designing a product, testing, assembly, packaging, & delivery The following table summarizes the cost grid: Job Package 529 570 Design 513 578 S16 589 576 Assemble 590 573 $47 590 564 Test $35 566 S48 $47 $13 Adam Kate Ellen Deliver $19 559 $8 595 581 $35 584 513 P1, P2, P3, P4, & P5 (Row Min) values are respectively * 0, 0, 14, 0, 0 13, 59, 16, 35, 35 0,0,0, 14,0 13, 59, 16, 35, 13 Q1, Q2, Q3, Q4, & Q5 (Column Min) values are respectively * 0, 0, 14,0,0 13, 59, 16, 35, 35 0, 0, 0, 14,0 13, 59, 16, 35, 13 The minimum number of lines required to cover all the "zeroes" is * 3 4 5 6 The smallest uncovered number is * 7 3 4 6 The "minimum uncovered number" is added to all numbers at an intersection all uncovered numbers all covered numbers none of the above The "minimum uncovered number" is subtracted from * all covered numbers all numbers at an intersection all uncovered numbers none of the above Optimal assignment is reached whenever * number of lines covering all the zeroes > number of columns number of lines covering all the zeroes = number of rows number of lines covering all the zeroes > number of rows number of lines covering all the zeroes

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