The probability that the dealer will be fined is 0.0948
To find p(a <= Z <= b) = F(b) - F(a)
P(X < 20) = (20 - 30.5)/3.4489
= -10.5/3.4489
= -3.0444
= P(Z < -3.0444) from standard normal table
= 0.00117
P(X < 26) = (26 - 30.5)/3.4489
= -4.5/3.4489 = -1.3048
= P(Z < -1.3048) From standard normal table
= 0.09599
P(20 < x < 26) = 0.09599 - 0.00117 = 0.0948
The answer in this question is 0.0948
After 2 people answer on-top of their name will have the option for you to choose which answer is the most helpful to you
<span>The company uses up $5,000 of an existing asset and the company adjusts its accounts accordingly. This is an example of a deferral adjustment. </span>A deferral payment happens after a payment or receipt occurs. The deferral allows someone to have something now but pay it off or towards it at a later date.<span> </span>
Answer:
$90.19
Explanation:
Direct material = 52.10
Direct labour = 10
Variable manufacturing = 3
Fixed manufacturing = 21.10
Variable Admin expenses = 5.60
Fixed admin expenses = 27
Selling price = 124.1
Profit=5.3
Contribution per unit = 53.4
New order = 3900
Direct material 52.1
Direct labour =10
Variable manufacturing = 3
Variable admin expenses = 2.5
total unit variable cost = 67.6
total variable cost =3900*67.6 = 263640
Loss contribution =1650*53.4 =88110
=263640+8810 =351750
351750/3900
=$90.19
Answer:
c. No; the facts of this situation do not provide reasonable grounds for a stop and search. Any attempt to do so by store security could result in a claim of false imprisonment.
Explanation:
According to the situation described in the question above, store security has no right to stop and search for Jeff. Therefore, the letter c is the most correct answer to this question.
Jeff's actions in the store do not provide sufficient reasons for there to be any kind of stop and research, as the facts in the situation do not provide enough information about an illegal act, so if store security forces a situation there could be legal damage to the store .
Therefore, it is essential that stores adopt a theft prevention strategy, with an effective security system and a team prepared to carry out correct approaches.
