Answer:
p is 16 and N is 49.
Step-by-step explanation:
Answer:
p = 16
n = 49
Step-by-step explanation:
p + n = 65
p + 3.55n = 189.95
To solve this system of equations, you have to use substitution. This means that you have to set one equation equal to one of the variables. You then have to substitute that variable into the second equation.
Rearrange the first equation so that it equals p.
p + n = 65
p = 65 - n
Substitute the p-value into the second equation.
p + 3.55n = 189.95
(65 - n) + 3.55n = 189.95
Solve for n.
65 - n + 3.55n = 189.95
65 + 2.55n = 189.95
(65 + 2.55n) - 65 = 189.95 - 65
2.55n = 124.95
(2.55n)/2.55 = 124.95/2.55
n = 49
Use this n-value to solve for p. You can pick whichever equation you want to solve for p and get the same answer. I will use the first answer.
p + n = 65
p + 49 = 65
(p + 49) - 49 = 65 - 49
p = 16
There are 16 pounds of almonds and 49 pounds of cashews.
A) always
B) sometimes
C) never
B)The range would only include positive integers.
C)The range would only include negative integers.
D)The range would include all real numbers.
Please, support your answer with an example.
Answer:
D)The range would include all real numbers.
Step-by-step explanation:
Range is all real number because function represent the balance on credit card each month. It may be cross over limit or lower limit.
If we purchase any goods using credit card balance will deduct from credit card and mark as negative number.
If we pay bill of credit card bill, this amount shows as positive number because any amount add to credit card.
In a month we purchased ,
Month Debit Credit
12/9/2018 $58.65
15//9/2018 $42.23
23/9/2018 $21.49
28/9/2018 $180.23
Total - $122.33 +$180.23
Net Balance in credit card = Debit + Credit = $57.90
Thus, Balance on credit card would be any real number.
9514 1404 393
Answer:
100%
Step-by-step explanation:
The markup of the item is the difference between the sale price and the cost:
2 - 1 = 1 . . . . markup of 1 on cost of 1
The percentage markup is the ratio of markup to cost, converted to a percentage:
markup/cost × 100% = 1/1 × 100% = 100%
The boutique's markup percentage is 100%.