| Break-even Point In Unit = Fixed Cost/ Contribution Margin Per Unit | |||
| 6000 units =$42000/ Contribution margin p.u | |||
| Contribution margin per unit = $42000/6000 | |||
| Contribution margin per unit = $7 | |||
| Number of units need to be sold for proft $14000 | |||
| = (Desired profit + Fixed cost)/ contribution margin per unit | |||
| = ($14000 + $42000) /7 | |||
| =$56000/7 | |||
| =8000 units | |||
| Correct Option: THIRD | |||
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Α' Α' Β Ι Ο ν Αν Α. Styles 10 Find QUESTION A & S company supplies furniture to three local retailers, Quebec, Penner, and Triplesix Inc. The following exhibit presents representative revenues and costs of A&S by customers for the year 2019. Additional information on A & S's costs for different activities at various levels of the cost hierarchy is as follows: Quebec $450,000 270,000 37,000 Penner $340,000 220,000 20,000 Triplesix $540,000 430,000 49,000 Total $1,330,000 $920,000 $106,000 Sales...
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Consider the harmonic oscillator wave function 1/4 where α = (-)"*. Here k, is the stiffness coefficient of the oscillator and m is mass. Recall that the oscillation frequency iso,s:,k, / m In class we showed that Ψ0(x) Is an eigenfunction of the Hamiltonian, with an eigenvalue Eo (1/2)ha a) Normalize the wave function in Eq.(1) b) Graph the probability density. Note that a has units of length and measures the "width" of the wave function. It's easier to use...