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Theory X: sees individuals as oriented to material rewards and thus are prone to "free ride" on the efforts of other; thus to ensure that individuals are fairly rewarded, measurements of behaviours must be carefully implemented, this includes sanctioning unproductive behaviours on top of rewarding the favourable
Theory Y: believes that most individually want to do a good job and that the main obstacle in their way is designing reward system to avoid misalignments that rewards behaviour that are not (perverse incentive or "hoping for A while paying B")
- An example of this is an organization that assigns work in teams but bases evaluation and rewards on individual performance
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X the power of 4 times y times x to the power of 5 times y?
x^(4)*y*x^(5)*yMultiply x^(4) by y to get x^(4)y.(d)/(dx) x^(4)*y*x^(5)*y=x^(4)y*x^(5)*yMultiply x^(4)y by x^(5) to get x^(9)y.(d)/(dx) x^(4)*y*x^(5)*y=x^(9)y*yMultiply x^(9)y by y to get x^(9)y^(2).(d)/(dx) x^(4)*y*x^(5)*y=x^(9)y^(2)To find the derivative of x^(9)y^(2), multiply the base (x) by the exponent (9), then subtract 1 from the exponent.(d)/(dx) x^(4)*y*x^(5)*y=9x^(8)y^(2)The derivative of x^(4)*y*x^(5)*y is 9x^(8)y^(2).9x^(8)y^(2)
What is the inverse of y equals x?
The inverse of the function y = x is denoted as y = x. The inverse function essentially swaps the roles of x and y, so the inverse of y = x is x = y. In other words, the inverse function of y = x is the function x = y.
What is the LCM of x and y is a multiple of x?
If y is a multiple of x, the LCM of x and y is y.
What is the difference of two positive numbers?
Let x and y be two positive numbers. The cases are: x > y, then x - y > 0 x = y, then x - y = 0 x < y, then x - y < 0
If y ( x ) 4 x what is x when y ( x ) 4?
y=-x+4
