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PIT_PIT [208]
3 years ago
6

Sarah is employed at tulip factory, inc., as an accountant. sarah takes military leave and two months later returns from militar

y service. tulip factory managers offer sarah a new job as a junior bookkeeper. this decision:
a. violates the userra because returning service members are to be reemployed in the jobs that they would have attained had they not been absent for military service.
b. does not violate the userra because returning service members have no special claim to employment at their employer from which they took military leave.
c. does not violate the userra because returning service members are to be reemployed in any job that is available.
d. violates the uniformed services employment and reemployment rights act of 1994 (userra) because returning service members are to be reemployed in the job of their choice.
Business
1 answer:
Svet_ta [14]3 years ago
7 0
The decision that the tulip factory managers offers sarah a new job as a junior book keeper when she return from a military service violates the uniformed services employment and reemployment rights act of 1994 (userra) because returning service members are to be reemployed in the job of their choice. The answer is D.
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Jason was conducting an evaluation of a restaurant waitress. he sat at the table with a list of things to observe in front of hi
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Two countries, Country A and Country B, produce petroleum and seafood. A 4-column table has 2 rows. The first column is labeled
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country a

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Why are some producers forced to sell their products at the prevailing market price?
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Read 2 more answers
In an Argand diagram, the point P represents the complex number z, where z = x + iy. Given that z + 2 = λi(z + 8), where λ is a
Scilla [17]

Answer:

The answer is   "\boxed{z= \frac{-16}{5}- \frac{-12}{15}i}".

Explanation:

As the problem stands  

At the point of P, it is the complex number z in the Diagram of Argand and z = X+iy.  

We have said this: (z+2)= \lambda i (z +8) .... (i)

where the \lambda parameter is a true  

The conceptual equation of the locus P varies between z = x+iy  \ \ \ to \ \ \ \lambda

And in equation mentioned above.

x+iy+2=\lambda i(x+iy+8) \\\\x+iy+2= \lambda xi+ \lambda i^2y+\lambda 8i\\\\ x+2+iy=-y \lambda +i(x+8)\lambda\\\ compare \ real \ and \ imaginary\  part \\\\\ x+2 = -y\lambda \\\\y= (x+8) \lambda\\\\   \lambda  = \frac{x+2}{-y}  \\ \\ \lambda = \frac{y}{x+8}

y^2= -x^2-10x-16 ....(ii)\\\\z= \mu (4+3i)....(iii)\\\\\ z= x+iy \\\\x+iy = 4\mu + 3 \mu i \\\\x= 4\mu \\\\y= 3\mu

put the value of x, y  in equation (ii) we get:

5\mu +4=0\\\\\mu = \frac{-4}{5} \\\\

to put the of \mu in equation (iii) we get:

z= \frac{-4}{5} (4+3i) \\\\ \boxed{z= \frac{-16}{5}- \frac{-12}{15}i} \\

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4 years ago
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