16/52 maybe :) There are 52 card in the deck then the diamonds and jokers would make 16. Maybe I'm not really sure but maybe. Hope this helps!!
Answer:
maximum income is $900
Explanation:
given data
oil change = $20
per day = 40 customer
increase = $ 2
dailer customers = 2
owner charge = $ 2
to find out
income from the business
solution
we know current income is 40 × 20
current income = $800
we consider here price increase x and income as function y
so y = (20 +2x) × ( 40 - 2x) ........1
y = −4x² + 40x + 800
take derivative and put dy/dx = 0 for maximum
dy/dx = -8x + 40
0 = -8x + 40
x=5
so here from 1
y = (20 +2x) × ( 40 - 2x)
y = (20 +2(5)) × ( 40 - 2(5))
y = 30 × 30
y = 900
so maximum income is $900
Answer:
Option (C) is correct.
Explanation:
Negative Indirect.
This is due to the indirect affect of tax on the purchase of new vehicle because a new tax on gasoline reduces the consumers incentive to the buy the new vehicles. Therefore, it is a negative indirect incentive.
Also, there is a fall in the number of cars or vehicles purchased because of the tax imposed on the gasoline.
The choices were; a. informal, b. chronological, c. serialized, d.conversational, e. solicited.
The answer is, e. solicited.
A solicited letter is written by the job hunter to the employer. It indicates the kind of working position the job hunter is applying for and also how she/he had learned there is a job opening in that position.
The employer gets a specific idea on the job hunter's intention and also learn that the ads or announcement reached them.
Answer:
$69,378.96
Explanation:
The first step is to determine the future value of Jill's balance
FV = P (1 + r)^n
FV = Future value
P = Present value
R = interest rate
N = number of years
$866,000(1.09)^8 = $1,725,559.25
the second step is to determine the future value of the balance in Bob's account
$482,000(1.09)^8 = $960,415.19
The difference between Jill and Bob's future value amount is 765,144.06. this has to be the future value of bob's yearly savings
yearly savings = 765,144.06. / annuity factor
Annuity factor = {[(1+r)^n] - 1} / r
(1.09^8 - 1) / 0.09 = 11.028474
765,144.06. / 11.028474 = $69,378.96
