People going on strikes and boy cotting.
Hope this helps
Answer: Check explanation
Explanation:
a. Since Amy bought the equipment for $3700 and sold the equipment for $690, the amount that Amy can deduct for the loss of the equipment will be:
= $3700 - $690
= $3010
b. Here, the amount that Army can deduct for the loss of equipment will be the lesser of the amount Amy bought the equipment which is $3700 or the cost of the repair which is $1370.
Therefore, $1370 will be deducted.
c. After the accident, Army could not replace the equipment so she had the equipment repaired for $4,300. What amount can Army deduct for the loss of the equipment?
Here, the amount that Army can deduct for the loss of equipment will be the lesser of the amount Amy bought the equipment which is $3700 or the cost of the repair which is $4300.
Therefore, $4300 will be deducted.
Answer:
Life insurance.
Explanation:
A life insurance policy can be defined as a contract between a policyholder and an insurer, in which the insurer agrees to pay an amount of money to a specific beneficiary either upon the death of the insured person (decedent) or after a set period of time.
All of the following assets such as home, boat, vehicle require a title as proof of ownership, except a life insurance because no one person can present a proof to attest to the ownership of their life.
Simply stated, a life of an individual is abstract and as such can not be quantified or qualified by any document as a proof to be presented to another person or business entity. Thus, a life insurance cannot be used as a collateral to obtain credits or loans from a financial institution or investors.
Answer:
textile developer is the answer
Answer:
1. Y = 3730
2. Consumption function
Explanation:
1. Given that,
C = 140 + 0.9 (Yd)
T = 0.3Y
Yd=Y-T
I = 400, G = 800, X = 600, M = 0.15Y
Y = C + I + G + (X - M)
Y = 140 + 0.9 (Y - 0.3Y) + 400 + 800 + (600 - 0.15Y)
Y = 140 + 0.9 Y - 0.27Y + 1,800 - 0.15Y
Y = 1,940 + 0.48Y
Y - 0.48Y = 1,940
0.52Y = 1,940
Y = 3,730.76 or 3,730
2. C = 210 + 0.8 (Yd) is a consumption function.