The students' order of water bottle is an illustration of linear equation
For Fill it Up Inc, we have:
Cost = $54 per bottle
For Bottles by Bob, Co, we have:
Set-up fee = $525
Cost = $53 per bottle
So, the equations are:
The number of bottle (x) represents the independent variable, while the total cost (y) represents the dependent variable
See attachment for graphs
The class should buy water bottles from Fill it Up Inc, because Fill it Up Inc do not charge set-up fee, and the company's rate per bottle is just a little above Bottles by Bob
In (a), we have:
y = 54x and y = 525 + 53x
Substitute 54x for y in the second equation
54x = 525 + 53x
Subtract 53x from both sides
x = 525
Hence, water 525 water bottles costs the same for both companies
Read more about linear equations at:
Answer:
option 3 0.2
Step-by-step explanation:
to know which is greatest decimal observe the first digit so 2 is greatest so option 3 is the answer
b) a profit of $8
c) a loss of $8
d) a loss of $10
e) neither a profit nor a loss
Answer:
The correct option is c) a loss of $8.
Step-by-step explanation:
Consider the provided information.
If the selling price of two item is same and one item sold at a profit of x % and other at a loss of x % in that case total sale result loss:
To calculate the loss use the formula:
It is given that he had a profit of 20 percent on the sale of one of the shares but a loss of 20 percent on the sale of the other share, where the selling price is $96 each.
That means the total sale result will be a loss.
Now use the above formula by substitute x=20.
It is given that the sales price is $96 of each that means total sales price is:
$96+$96=$192
Let the cost price of the shares were x.
According to question: x-4% of x = 192
Hence, the cost price of the shares was 200.
Loss = Cost price -Sales price
Loss = $200 - $192
Loss = $8
Hence, the correct option is c) a loss of $8.
Table:
If Taxable Income Is Over -- But Not Over
The Tax Is:
10 percent of the amount over $0
$782.50 plus 15 percent of the amount over 7,825
$4,386.25 plus 25 percent of the amount over 31,850
$15,698.75 plus 28 percent of the amount over 77,100
$39,148.75 plus 33 percent of the amount over 160,850
$101,469.25 plus 35 percent of the amount over 349,700
Answer Choices:
Answers:
Answer:
5÷3
Step-by-step explanation: