Answer:
Jenkins Manufacturing
Joe should produce using the new equipment.
Explanation:
a) Costs incurred using the old equipment:
Variable costs = $45,000 ($50 x 900)
Fixed costs = $40,000
Total costs = $85,000
Operating Loss = $22,000 ($63,000 - 85,000)
b) Costs incurred using the new equipment:
Variable costs = $22,500 ($25 x 900)
Fixed costs = $60,000
Total costs = $82,500
Operating Loss = $19,500 ($63,000 - 82,500)
Production using the new equipment would reduce the operating loss by $2,500.
Answer:
b. investing activities
Explanation:
Cash flow can be defined as the net amount of cash and cash-equivalents that is flowing into (received) and out (given) of a business. There are three components of the cash flow;
1. Operating cash flow: all cash generated from the business activities of an organization.
2. Financing cash flow: all payments made by an organization and profits from issuance of debts and equity.
3. Investing cash flow: costs associated with purchasing of capital assets and investments of cash resources in other businesses.
A company purchases equipment for $32,000 cash. This transaction should be shown on the statement of cash flows under investing activities.
Generally, investing activities comprises of purchasing physical assets, investing in securities and the sale of assets or securities associated with the company.
<em>Hence, a company that purchases equipment for $32,000 cash should show the transaction on the statement of cash flows under investing activities.</em>
These types of damages are called “Compensatory damages”.
<span>Willis breached the contract but the breach was not
material. So as a way to compensate for the damages Willis have made, he
offered instead to pay $300 to put the correct faucets and linoleum in the
powder room.</span>
Answer: 0.7973
Explanation:
Binomial probability formula :-
, where P(x) is the probability of getting success in x trials , p is the probability of success in one trial and n is the number of trials.
Given : The probability of getting a defect components : 
If randomly select and test 26 components , then the probability that this whole shipment will be accepted will be :-
Hence, the probability that this whole shipment will be accepted = 0.7973
