Answer:
Property of additive inverse
Explanation:
Given: Ramon got $2.5 million for the annual marketing budget such that he must spend the budget such that
To find: property of addition that help us to know what the value of x must be
Solution:
1 million is equal to 
So,

According to property of additive inverse,

Given equation is 
This equation can be written as 
So,

Answer:
carryover to 2020 = $2000
Explanation:
given data
gross income = $38,350
long-term capital loss = $5,000
standard deduction = $18,350
age = 35 years old
dependent = 2 children
to find out
How much of Ashley $5,000 capital loss carries over to 2020
solution
we know that here for the individual maximum capital loss deduction is
maximum capital loss deduction = $3000 for household
so that carryover to 2020 will be here
carryover to 2020 = 5000 - 3000 = $2000
Answer:
<u>is not</u> , <u>consume more of hamburgers</u>
Explanation:
A consumer is said to have achieved equilibrium when within his budget constraint, he purchases that combination of two goods which yield maximum satisfaction to him.
The equation for consumer equilibrium for two products is given by

In the given case,
=
=
= 6.666
=
= 8
wherein, x= pizza
y= hamburger
As is evident, the marginal utility per dollar spent is greater in case of a hamburger, the consumer is not in a state of equilibrium.
Thus, he should consume more units of Hamburgers in order to maximize his utility.
Answer:
beginning projected benefit obligation or the market-related asset value
Explanation:
The balance of the Unrecognized Net Gain or Loss account subject to amortization only if it exceeds 10% of the larger of the beginning balances of the projected benefit obligation or the market-related value of the plan assets.
Amortization is simply the procedure or the process of retiring a debt or recovering a capital investment. This can be done via scheduled, systematic repayment of the principal or a program of periodic contributions to a sinking fund or debt retirement fund.
First calculate the amount financed
Amount financed=725−50=675
The formula is
I=(2yc)/(m (n+1))
Solve for c to get
C=(I×m×(n+1))/2y
C=(0.14×675×(24+1))÷(2×12)=98.44
Total of payments=675+98.44=773.44
Monthly payment is
773.44÷24=32.23
Hope it helps!